MC
fcc1_0d68
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is analogous to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene E is analogous to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene T is associated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 241 |
| 2 | | | | | 14,462 |
| 3 | | | | | 5,874 |
| 4 | | | | | 7,716 |
| 5 | | | | | 226 |
| 6 | | | | | 401 |
| TOTAL = | 28,920 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and T
distance = | ½(5,874) + 3×(226 + 241) |
| 28,920 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(5,874) + 3×(226) |
| 28,920 |
= = = 0.1250 = 12.50 cM Incorrect distance = | ½(5,874 + 7,716) + 3×(226 + 401) |
| 28,920 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(7,716) + 3×(401) |
| 28,920 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(7,716) + 3×(241 + 401) |
| 28,920 |
= = = 0.2000 = 20 cM Correct
MC b3d2_28d8
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 166 |
| 2 | | | | | 2,244 |
| 3 | | | | | 3,565 |
| 4 | | | | | 1,902 |
| 5 | | | | | 115 |
| 6 | | | | | 108 |
| TOTAL = | 8,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and N
distance = | ½(1,902 + 2,244) + 3×(108 + 115 + 166) |
| 8,100 |
= = = 0.4000 = 40 cM Incorrect distance = | ½(1,902) + 3×(115) |
| 8,100 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(2,244) + 3×(108 + 166) |
| 8,100 |
= = = 0.2400 = 24 cM Correct distance = | ½(1,902 + 2,244) + 3×(115 + 166) |
| 8,100 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(2,244) + 3×(166) |
| 8,100 |
= = = 0.2000 = 20 cM Incorrect
MC 5aeb_0d66
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 78 |
| 2 | | | | | 11,467 |
| 3 | | | | | 3,762 |
| 4 | | | | | 7,656 |
| 5 | | | | | 75 |
| 6 | | | | | 362 |
| TOTAL = | 23,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and P
distance = | ½(3,762 + 7,656) + 3×(75 + 362) |
| 23,400 |
= = = 0.3000 = 30 cM Correct distance = | ½(7,656) + 3×(362) |
| 23,400 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(3,762) + 3×(75 + 78) |
| 23,400 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(3,762) + 3×(75) |
| 23,400 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(3,762 + 7,656) + 3×(75 + 78 + 362) |
| 23,400 |
= = = 0.3100 = 31 cM Incorrect
MC 0b77_0f5b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is associated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 103 |
| 2 | | | | | 1,596 |
| 3 | | | | | 2,831 |
| 4 | | | | | 1,452 |
| 5 | | | | | 82 |
| 6 | | | | | 86 |
| TOTAL = | 6,150 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and M
distance = | ½(1,452) + 3×(82 + 86) |
| 6,150 |
= = = 0.2000 = 20 cM Correct distance = | ½(1,452 + 1,596) + 3×(82 + 86 + 103) |
| 6,150 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(1,452 + 1,596) + 3×(86 + 103) |
| 6,150 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(1,596) + 3×(103) |
| 6,150 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(1,452) + 3×(86) |
| 6,150 |
= = = 0.1600 = 16 cM Incorrect
MC 1066_03a2
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is associated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene M is associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 335 |
| 2 | | | | | 4,920 |
| 3 | | | | | 474 |
| 4 | | | | | 5,670 |
| 5 | | | | | 231 |
| 6 | | | | | 8,170 |
| TOTAL = | 19,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and M
distance = | ½(4,920 + 5,670) + 3×(335 + 474) |
| 19,800 |
= = = 0.3900 = 39 cM Correct distance = | ½(4,920) + 3×(231 + 335) |
| 19,800 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(5,670) + 3×(231 + 474) |
| 19,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(5,670) + 3×(474) |
| 19,800 |
= = = 0.2150 = 21.50 cM Incorrect distance = | ½(4,920 + 5,670) + 3×(231 + 335 + 474) |
| 19,800 |
= = = 0.4250 = 42.50 cM Incorrect
MC 19bd_7b82
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is related to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 77 |
| 2 | | | | | 3,924 |
| 3 | | | | | 129 |
| 4 | | | | | 310 |
| 5 | | | | | 7,686 |
| 6 | | | | | 13,674 |
| TOTAL = | 25,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and K
distance = | ½(3,924) + 3×(77 + 129) |
| 25,800 |
= = = 0.1000 = 10 cM Correct distance = | ½(3,924 + 7,686) + 3×(129) |
| 25,800 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(3,924 + 7,686) + 3×(77 + 310) |
| 25,800 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(7,686) + 3×(310) |
| 25,800 |
= = = 0.1850 = 18.50 cM Incorrect distance = | ½(7,686) + 3×(129 + 310) |
| 25,800 |
= = = 0.2000 = 20 cM Incorrect
MC 291b_7888
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene F is correlated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 41 |
| 2 | | | | | 43 |
| 3 | | | | | 2,940 |
| 4 | | | | | 88 |
| 5 | | | | | 4,146 |
| 6 | | | | | 17,342 |
| TOTAL = | 24,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and F
distance = | ½(4,146) + 3×(41 + 88) |
| 24,600 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,940) + 3×(43) |
| 24,600 |
= = = 0.0650 = 6.50 cM Incorrect distance = | ½(4,146) + 3×(88) |
| 24,600 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(2,940 + 4,146) + 3×(43 + 88) |
| 24,600 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(2,940) + 3×(41 + 43) |
| 24,600 |
= = = 0.0700 = 7 cM Correct
MC 1d32_3316
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is analogous to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is related to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 162 |
| 2 | | | | | 6,642 |
| 3 | | | | | 3,990 |
| 4 | | | | | 4,758 |
| 5 | | | | | 253 |
| 6 | | | | | 395 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and H
distance = | ½(4,758) + 3×(162 + 395) |
| 16,200 |
= = = 0.2500 = 25 cM Correct distance = | ½(4,758) + 3×(395) |
| 16,200 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(3,990 + 4,758) + 3×(162 + 253 + 395) |
| 16,200 |
= = = 0.4200 = 42 cM Incorrect distance = | ½(3,990) + 3×(162 + 253) |
| 16,200 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(3,990 + 4,758) + 3×(162) |
| 16,200 |
= = = 0.3000 = 30 cM Incorrect
MC b70c_03a1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene N is related to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene X is connected with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is linked with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 16 |
| 2 | | | | | 1,596 |
| 3 | | | | | 134 |
| 4 | | | | | 4,554 |
| 5 | | | | | 47 |
| 6 | | | | | 7,753 |
| TOTAL = | 14,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes X and Y
distance = | ½(4,554) + 3×(47 + 134) |
| 14,100 |
= = = 0.2000 = 20 cM Correct distance = | ½(1,596) + 3×(16) |
| 14,100 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(1,596 + 4,554) + 3×(16 + 47 + 134) |
| 14,100 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(1,596) + 3×(16 + 47) |
| 14,100 |
= = = 0.0700 = 7 cM Incorrect distance = | ½(1,596 + 4,554) + 3×(16 + 134) |
| 14,100 |
= = = 0.2500 = 25 cM Incorrect
MC 7138_e03c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is associated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene P is affiliated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 80 |
| 2 | | | | | 3,390 |
| 3 | | | | | 4,725 |
| 4 | | | | | 786 |
| 5 | | | | | 4 |
| 6 | | | | | 15 |
| TOTAL = | 9,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and P
distance = | ½(786 + 3,390) + 3×(15) |
| 9,000 |
= = = 0.2370 = 23.70 cM Incorrect distance = | ½(786 + 3,390) + 3×(4 + 15 + 80) |
| 9,000 |
= = = 0.2650 = 26.50 cM Incorrect distance = | ½(786 + 3,390) + 3×(4 + 80) |
| 9,000 |
= = = 0.2600 = 26 cM Correct distance = | ½(786) + 3×(4 + 15) |
| 9,000 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(3,390) + 3×(15 + 80) |
| 9,000 |
= = = 0.2200 = 22 cM Incorrect
MC 0eda_1970
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 63 |
| 2 | | | | | 972 |
| 3 | | | | | 52 |
| 4 | | | | | 888 |
| 5 | | | | | 1,725 |
| 6 | | | | | 50 |
| TOTAL = | 3,750 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and K
distance = | ½(972) + 3×(63) |
| 3,750 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(888) + 3×(50 + 52) |
| 3,750 |
= = = 0.2000 = 20 cM Correct distance = | ½(888 + 972) + 3×(50 + 52 + 63) |
| 3,750 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(888 + 972) + 3×(52 + 63) |
| 3,750 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(972) + 3×(50 + 63) |
| 3,750 |
= = = 0.2200 = 22 cM Incorrect
MC 4c7d_1430
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is associated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene H is related to the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 42 |
| 2 | | | | | 17,390 |
| 3 | | | | | 3,408 |
| 4 | | | | | 4,200 |
| 5 | | | | | 62 |
| 6 | | | | | 98 |
| TOTAL = | 25,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and M
distance = | ½(4,200) + 3×(42 + 98) |
| 25,200 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(3,408 + 4,200) + 3×(62 + 98) |
| 25,200 |
= = = 0.1700 = 17 cM Incorrect distance = | ½(3,408) + 3×(42 + 62) |
| 25,200 |
= = = 0.0800 = 8 cM Correct distance = | ½(4,200) + 3×(98) |
| 25,200 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(3,408 + 4,200) + 3×(42 + 62 + 98) |
| 25,200 |
= = = 0.1750 = 17.50 cM Incorrect
MC 5f91_5d47
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene N is related to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene Y is connected with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 102 |
| 2 | | | | | 9,588 |
| 3 | | | | | 2,484 |
| 4 | | | | | 7,920 |
| 5 | | | | | 28 |
| 6 | | | | | 278 |
| TOTAL = | 20,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and Y
distance = | ½(2,484 + 7,920) + 3×(28 + 278) |
| 20,400 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(2,484 + 7,920) + 3×(102) |
| 20,400 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(7,920) + 3×(102 + 278) |
| 20,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,484) + 3×(28 + 102) |
| 20,400 |
= = = 0.0800 = 8 cM Correct distance = | ½(2,484) + 3×(28) |
| 20,400 |
= = = 0.0650 = 6.50 cM Incorrect
MC 3e46_265c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is related to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is related to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene W is affiliated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 195 |
| 2 | | | | | 3,870 |
| 3 | | | | | 240 |
| 4 | | | | | 375 |
| 5 | | | | | 5,310 |
| 6 | | | | | 8,010 |
| TOTAL = | 18,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and W
distance = | ½(3,870) + 3×(195) |
| 18,000 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(3,870 + 5,310) + 3×(195 + 375) |
| 18,000 |
= = = 0.3500 = 35 cM Correct distance = | ½(5,310) + 3×(240 + 375) |
| 18,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,870 + 5,310) + 3×(195 + 240 + 375) |
| 18,000 |
= = = 0.3900 = 39 cM Incorrect distance = | ½(3,870) + 3×(375) |
| 18,000 |
= = = 0.1700 = 17 cM Incorrect
MC b481_e255
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene R is linked with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene T is analogous to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene X is affiliated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 78 |
| 2 | | | | | 7,330 |
| 3 | | | | | 2,388 |
| 4 | | | | | 5,508 |
| 5 | | | | | 44 |
| 6 | | | | | 252 |
| TOTAL = | 15,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes R and T
distance = | ½(5,508) + 3×(78 + 252) |
| 15,600 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(2,388) + 3×(44 + 78) |
| 15,600 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(5,508) + 3×(44 + 78) |
| 15,600 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(2,388 + 5,508) + 3×(44 + 252) |
| 15,600 |
= = = 0.3100 = 31 cM Correct distance = | ½(2,388) + 3×(78 + 252) |
| 15,600 |
= = = 0.1400 = 14 cM Incorrect
MC 9282_ca27
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene F is correlated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 72 |
| 2 | | | | | 84 |
| 3 | | | | | 1,176 |
| 4 | | | | | 2,040 |
| 5 | | | | | 1,320 |
| 6 | | | | | 108 |
| TOTAL = | 4,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and Y
distance = | ½(1,320) + 3×(72 + 108) |
| 4,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,176 + 1,320) + 3×(84 + 108) |
| 4,800 |
= = = 0.3800 = 38 cM Correct distance = | ½(1,320) + 3×(72 + 84) |
| 4,800 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(1,176) + 3×(72 + 84) |
| 4,800 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(1,320) + 3×(84) |
| 4,800 |
= = = 0.1900 = 19 cM Incorrect
MC 0247_68c0
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene X is connected with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 279 |
| 2 | | | | | 6,474 |
| 3 | | | | | 97 |
| 4 | | | | | 13,677 |
| 5 | | | | | 8,076 |
| 6 | | | | | 497 |
| TOTAL = | 29,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and X
distance = | ½(8,076) + 3×(497) |
| 29,100 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(6,474) + 3×(279) |
| 29,100 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(6,474) + 3×(97 + 279) |
| 29,100 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(6,474 + 8,076) + 3×(97) |
| 29,100 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(8,076) + 3×(97 + 497) |
| 29,100 |
= = = 0.2000 = 20 cM Correct
MC ac02_c67c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene J is analogous to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene K is associated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 252 |
| 2 | | | | | 6,258 |
| 3 | | | | | 11,130 |
| 4 | | | | | 3,192 |
| 5 | | | | | 105 |
| 6 | | | | | 63 |
| TOTAL = | 21,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and K
distance = | ½(6,258) + 3×(105) |
| 21,000 |
= = = 0.1640 = 16.40 cM Incorrect distance = | ½(6,258) + 3×(105 + 252) |
| 21,000 |
= = = 0.2000 = 20 cM Correct distance = | ½(3,192 + 6,258) + 3×(105) |
| 21,000 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(3,192 + 6,258) + 3×(63 + 252) |
| 21,000 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(3,192) + 3×(63 + 105) |
| 21,000 |
= = = 0.1000 = 10 cM Incorrect
MC 086e_c541
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene P is correlated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene T is associated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 27 |
| 2 | | | | | 44 |
| 3 | | | | | 1,518 |
| 4 | | | | | 4,048 |
| 5 | | | | | 2,340 |
| 6 | | | | | 123 |
| TOTAL = | 8,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and T
distance = | ½(1,518 + 2,340) + 3×(44 + 123) |
| 8,100 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(2,340) + 3×(27 + 123) |
| 8,100 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(2,340) + 3×(123) |
| 8,100 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(1,518) + 3×(27 + 44) |
| 8,100 |
= = = 0.1200 = 12 cM Correct distance = | ½(1,518) + 3×(44) |
| 8,100 |
= = = 0.1100 = 11 cM Incorrect
MC bd4d_86a8
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is correlated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene C is associated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene R is related to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 66 |
| 2 | | | | | 18 |
| 3 | | | | | 1,608 |
| 4 | | | | | 6,204 |
| 5 | | | | | 5,124 |
| 6 | | | | | 180 |
| TOTAL = | 13,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and C
distance = | ½(5,124) + 3×(66 + 180) |
| 13,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,608 + 5,124) + 3×(18 + 180) |
| 13,200 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(5,124) + 3×(180) |
| 13,200 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(1,608) + 3×(18 + 66) |
| 13,200 |
= = = 0.0800 = 8 cM Correct distance = | ½(1,608 + 5,124) + 3×(66) |
| 13,200 |
= = = 0.2700 = 27 cM Incorrect
MC ab9b_1cd7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is linked with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene T is affiliated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 265 |
| 2 | | | | | 3,306 |
| 3 | | | | | 109 |
| 4 | | | | | 2,406 |
| 5 | | | | | 4,080 |
| 6 | | | | | 34 |
| TOTAL = | 10,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and T
distance = | ½(3,306) + 3×(265) |
| 10,200 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(2,406) + 3×(109) |
| 10,200 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,406 + 3,306) + 3×(34) |
| 10,200 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(2,406 + 3,306) + 3×(34 + 109 + 265) |
| 10,200 |
= = = 0.4000 = 40 cM Incorrect distance = | ½(2,406) + 3×(34 + 109) |
| 10,200 |
= = = 0.1600 = 16 cM Correct
MC 1baf_19b9
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is affiliated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene X is related to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 42 |
| 2 | | | | | 3,570 |
| 3 | | | | | 413 |
| 4 | | | | | 10,626 |
| 5 | | | | | 91 |
| 6 | | | | | 12,558 |
| TOTAL = | 27,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and X
distance = | ½(3,570 + 10,626) + 3×(42 + 413) |
| 27,300 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(3,570 + 10,626) + 3×(91) |
| 27,300 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(3,570) + 3×(42 + 91) |
| 27,300 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(10,626) + 3×(91 + 413) |
| 27,300 |
= = = 0.2500 = 25 cM Correct distance = | ½(3,570 + 10,626) + 3×(42 + 91 + 413) |
| 27,300 |
= = = 0.3200 = 32 cM Incorrect
MC a4d9_a407
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is related to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene X is associated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 79 |
| 2 | | | | | 2,430 |
| 3 | | | | | 132 |
| 4 | | | | | 6,006 |
| 5 | | | | | 4,302 |
| 6 | | | | | 251 |
| TOTAL = | 13,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and X
distance = | ½(4,302) + 3×(251) |
| 13,200 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(2,430) + 3×(79 + 132) |
| 13,200 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(2,430) + 3×(79) |
| 13,200 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(2,430 + 4,302) + 3×(79 + 251) |
| 13,200 |
= = = 0.3300 = 33 cM Correct distance = | ½(4,302) + 3×(132 + 251) |
| 13,200 |
= = = 0.2500 = 25 cM Incorrect
MC 7262_7dbe
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 5 |
| 2 | | | | | 1,050 |
| 3 | | | | | 112 |
| 4 | | | | | 5,538 |
| 5 | | | | | 45 |
| 6 | | | | | 6,750 |
| TOTAL = | 13,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and K
distance = | ½(5,538) + 3×(45 + 112) |
| 13,500 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(1,050) + 3×(5 + 45) |
| 13,500 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,050) + 3×(5) |
| 13,500 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(1,050 + 5,538) + 3×(5 + 112) |
| 13,500 |
= = = 0.2700 = 27 cM Correct distance = | ½(5,538) + 3×(112) |
| 13,500 |
= = = 0.2300 = 23 cM Incorrect
MC 6a61_235e
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is linked with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 103 |
| 2 | | | | | 2,484 |
| 3 | | | | | 3,055 |
| 4 | | | | | 912 |
| 5 | | | | | 13 |
| 6 | | | | | 33 |
| TOTAL = | 6,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and N
distance = | ½(2,484) + 3×(103) |
| 6,600 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(912 + 2,484) + 3×(13 + 103) |
| 6,600 |
= = = 0.3100 = 31 cM Correct distance = | ½(912 + 2,484) + 3×(13 + 33 + 103) |
| 6,600 |
= = = 0.3250 = 32.50 cM Incorrect distance = | ½(912) + 3×(13 + 33) |
| 6,600 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(2,484) + 3×(33 + 103) |
| 6,600 |
= = = 0.2500 = 25 cM Incorrect
MC caf5_0ae7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 37 |
| 2 | | | | | 2,022 |
| 3 | | | | | 66 |
| 4 | | | | | 6,205 |
| 5 | | | | | 4,656 |
| 6 | | | | | 214 |
| TOTAL = | 13,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and K
distance = | ½(4,656) + 3×(66 + 214) |
| 13,200 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(4,656) + 3×(214) |
| 13,200 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(2,022) + 3×(37) |
| 13,200 |
= = = 0.0850 = 8.50 cM Incorrect distance = | ½(2,022 + 4,656) + 3×(37 + 214) |
| 13,200 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(2,022) + 3×(37 + 66) |
| 13,200 |
= = = 0.1000 = 10 cM Correct
MC e836_ffae
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene T is related to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene X is correlated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 21 |
| 2 | | | | | 8,822 |
| 3 | | | | | 1,086 |
| 4 | | | | | 2,616 |
| 5 | | | | | 8 |
| 6 | | | | | 47 |
| TOTAL = | 12,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and T
distance = | ½(1,086) + 3×(8 + 21) |
| 12,600 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(2,616) + 3×(21 + 47) |
| 12,600 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(1,086 + 2,616) + 3×(8 + 47) |
| 12,600 |
= = = 0.1600 = 16 cM Correct distance = | ½(1,086 + 2,616) + 3×(8 + 21 + 47) |
| 12,600 |
= = = 0.1650 = 16.50 cM Incorrect distance = | ½(1,086) + 3×(8) |
| 12,600 |
= = = 0.0450 = 4.50 cM Incorrect
MC 20e0_49c4
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is related to the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene M is analogous to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene Y is connected with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 48 |
| 2 | | | | | 2,862 |
| 3 | | | | | 10 |
| 4 | | | | | 1,290 |
| 5 | | | | | 10,765 |
| 6 | | | | | 25 |
| TOTAL = | 15,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and Y
distance = | ½(1,290 + 2,862) + 3×(10 + 48) |
| 15,000 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,862) + 3×(10 + 25 + 48) |
| 15,000 |
= = = 0.1120 = 11.20 cM Incorrect distance = | ½(1,290) + 3×(10 + 25) |
| 15,000 |
= = = 0.0500 = 5 cM Correct distance = | ½(2,862) + 3×(48) |
| 15,000 |
= = = 0.1050 = 10.50 cM Incorrect distance = | ½(2,862) + 3×(25 + 48) |
| 15,000 |
= = = 0.1100 = 11 cM Incorrect
MC 449c_10ac
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is related to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene W is correlated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 46 |
| 2 | | | | | 3,030 |
| 3 | | | | | 7,522 |
| 4 | | | | | 780 |
| 5 | | | | | 19 |
| 6 | | | | | 3 |
| TOTAL = | 11,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and K
distance = | ½(3,030) + 3×(19 + 46) |
| 11,400 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(3,030) + 3×(46) |
| 11,400 |
= = = 0.1450 = 14.50 cM Incorrect distance = | ½(780) + 3×(3) |
| 11,400 |
= = = 0.0350 = 3.50 cM Incorrect distance = | ½(780 + 3,030) + 3×(3 + 46) |
| 11,400 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(780) + 3×(3 + 19) |
| 11,400 |
= = = 0.0400 = 4 cM Correct
MC cc76_f4d6
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is linked with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene X is analogous to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 87 |
| 2 | | | | | 48 |
| 3 | | | | | 2,670 |
| 4 | | | | | 7,917 |
| 5 | | | | | 6,378 |
| 6 | | | | | 300 |
| TOTAL = | 17,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and X
distance = | ½(6,378) + 3×(87 + 300) |
| 17,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,670) + 3×(48) |
| 17,400 |
= = = 0.0850 = 8.50 cM Incorrect distance = | ½(2,670) + 3×(48 + 87) |
| 17,400 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,670 + 6,378) + 3×(48 + 87 + 300) |
| 17,400 |
= = = 0.3350 = 33.50 cM Incorrect distance = | ½(2,670 + 6,378) + 3×(48 + 300) |
| 17,400 |
= = = 0.3200 = 32 cM Correct
MC 09cc_af81
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is correlated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 517 |
| 2 | | | | | 6,186 |
| 3 | | | | | 365 |
| 4 | | | | | 5,370 |
| 5 | | | | | 8,910 |
| 6 | | | | | 252 |
| TOTAL = | 21,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and K
distance = | ½(5,370) + 3×(365) |
| 21,600 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(6,186) + 3×(517) |
| 21,600 |
= = = 0.2150 = 21.50 cM Incorrect distance = | ½(6,186) + 3×(252 + 517) |
| 21,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(5,370 + 6,186) + 3×(365 + 517) |
| 21,600 |
= = = 0.3900 = 39 cM Incorrect distance = | ½(5,370) + 3×(252 + 365) |
| 21,600 |
= = = 0.2100 = 21 cM Correct
MC 2c0e_eb9f
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene H is associated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 316 |
| 2 | | | | | 4,836 |
| 3 | | | | | 306 |
| 4 | | | | | 449 |
| 5 | | | | | 5,670 |
| 6 | | | | | 8,823 |
| TOTAL = | 20,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and H
distance = | ½(4,836 + 5,670) + 3×(316 + 449) |
| 20,400 |
= = = 0.3700 = 37 cM Incorrect distance = | ½(4,836) + 3×(306 + 316) |
| 20,400 |
= = = 0.2100 = 21 cM Correct distance = | ½(4,836 + 5,670) + 3×(306 + 316 + 449) |
| 20,400 |
= = = 0.4150 = 41.50 cM Incorrect distance = | ½(4,836) + 3×(316) |
| 20,400 |
= = = 0.1650 = 16.50 cM Incorrect distance = | ½(5,670) + 3×(306 + 449) |
| 20,400 |
= = = 0.2500 = 25 cM Incorrect
MC ccd5_d107
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene N is correlated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 60 |
| 2 | | | | | 2,880 |
| 3 | | | | | 1,380 |
| 4 | | | | | 1,524 |
| 5 | | | | | 70 |
| 6 | | | | | 86 |
| TOTAL = | 6,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and W
distance = | ½(1,380) + 3×(60 + 70) |
| 6,000 |
= = = 0.1800 = 18 cM Correct distance = | ½(1,380 + 1,524) + 3×(70 + 86) |
| 6,000 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(1,524) + 3×(86) |
| 6,000 |
= = = 0.1700 = 17 cM Incorrect distance = | ½(1,380) + 3×(70) |
| 6,000 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(1,380 + 1,524) + 3×(60 + 70 + 86) |
| 6,000 |
= = = 0.3500 = 35 cM Incorrect
MC 0882_8996
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene P is correlated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 123 |
| 2 | | | | | 11,808 |
| 3 | | | | | 5,316 |
| 4 | | | | | 6,738 |
| 5 | | | | | 221 |
| 6 | | | | | 394 |
| TOTAL = | 24,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and P
distance = | ½(5,316 + 6,738) + 3×(123) |
| 24,600 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(6,738) + 3×(123 + 394) |
| 24,600 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(5,316 + 6,738) + 3×(123 + 221 + 394) |
| 24,600 |
= = = 0.3350 = 33.50 cM Incorrect distance = | ½(5,316) + 3×(123 + 221) |
| 24,600 |
= = = 0.1500 = 15 cM Correct distance = | ½(5,316 + 6,738) + 3×(221 + 394) |
| 24,600 |
= = = 0.3200 = 32 cM Incorrect
MC 466f_79f2
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is related to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene P is correlated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 19 |
| 2 | | | | | 10 |
| 3 | | | | | 1,194 |
| 4 | | | | | 108 |
| 5 | | | | | 3,798 |
| 6 | | | | | 6,271 |
| TOTAL = | 11,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and P
distance = | ½(1,194) + 3×(10 + 19) |
| 11,400 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(3,798) + 3×(19 + 108) |
| 11,400 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,194 + 3,798) + 3×(10 + 108) |
| 11,400 |
= = = 0.2500 = 25 cM Correct distance = | ½(1,194) + 3×(10) |
| 11,400 |
= = = 0.0550 = 5.50 cM Incorrect distance = | ½(1,194 + 3,798) + 3×(10 + 19 + 108) |
| 11,400 |
= = = 0.2550 = 25.50 cM Incorrect
MC 6875_e115
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is associated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene E is analogous to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 291 |
| 2 | | | | | 5,844 |
| 3 | | | | | 7,590 |
| 4 | | | | | 2,670 |
| 5 | | | | | 50 |
| 6 | | | | | 55 |
| TOTAL = | 16,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and F
distance = | ½(5,844) + 3×(291) |
| 16,500 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(2,670 + 5,844) + 3×(50 + 291) |
| 16,500 |
= = = 0.3200 = 32 cM Correct distance = | ½(2,670) + 3×(50 + 55) |
| 16,500 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,670) + 3×(50) |
| 16,500 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(2,670 + 5,844) + 3×(50 + 55 + 291) |
| 16,500 |
= = = 0.3300 = 33 cM Incorrect
MC 1c87_88e1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene X is related to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 90 |
| 2 | | | | | 86 |
| 3 | | | | | 4,344 |
| 4 | | | | | 13,230 |
| 5 | | | | | 8,832 |
| 6 | | | | | 418 |
| TOTAL = | 27,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and W
distance = | ½(4,344 + 8,832) + 3×(86 + 90 + 418) |
| 27,000 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(4,344) + 3×(86 + 90) |
| 27,000 |
= = = 0.1000 = 10 cM Correct distance = | ½(8,832) + 3×(418) |
| 27,000 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(4,344 + 8,832) + 3×(86 + 418) |
| 27,000 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(8,832) + 3×(90 + 418) |
| 27,000 |
= = = 0.2200 = 22 cM Incorrect
MC df2c_b0ef
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene W is linked with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene X is correlated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 68 |
| 2 | | | | | 4,669 |
| 3 | | | | | 1,626 |
| 4 | | | | | 3,624 |
| 5 | | | | | 35 |
| 6 | | | | | 178 |
| TOTAL = | 10,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes X and Y
distance = | ½(1,626) + 3×(35) |
| 10,200 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(3,624) + 3×(68 + 178) |
| 10,200 |
= = = 0.2500 = 25 cM Correct distance = | ½(3,624) + 3×(178) |
| 10,200 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(1,626 + 3,624) + 3×(35 + 68 + 178) |
| 10,200 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(1,626) + 3×(35 + 68) |
| 10,200 |
= = = 0.1100 = 11 cM Incorrect
MC b5a7_6e0a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is connected with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 54 |
| 2 | | | | | 2,016 |
| 3 | | | | | 78 |
| 4 | | | | | 6,085 |
| 5 | | | | | 3,318 |
| 6 | | | | | 149 |
| TOTAL = | 11,700 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and N
distance = | ½(3,318) + 3×(78 + 149) |
| 11,700 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(3,318) + 3×(149) |
| 11,700 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(2,016 + 3,318) + 3×(54 + 149) |
| 11,700 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(2,016) + 3×(54 + 78) |
| 11,700 |
= = = 0.1200 = 12 cM Correct distance = | ½(2,016) + 3×(54) |
| 11,700 |
= = = 0.1000 = 10 cM Incorrect
MC d410_1614
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene X is linked with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is correlated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 94 |
| 2 | | | | | 1,326 |
| 3 | | | | | 49 |
| 4 | | | | | 966 |
| 5 | | | | | 2,005 |
| 6 | | | | | 60 |
| TOTAL = | 4,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and X
distance = | ½(966 + 1,326) + 3×(49 + 60 + 94) |
| 4,500 |
= = = 0.3900 = 39 cM Incorrect distance = | ½(966) + 3×(49) |
| 4,500 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(1,326) + 3×(94) |
| 4,500 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(966 + 1,326) + 3×(49 + 94) |
| 4,500 |
= = = 0.3500 = 35 cM Correct distance = | ½(1,326) + 3×(49 + 60) |
| 4,500 |
= = = 0.2200 = 22 cM Incorrect
MC 5d2d_0ec6
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene F is analogous to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene M is associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 24 |
| 2 | | | | | 6,912 |
| 3 | | | | | 990 |
| 4 | | | | | 6,354 |
| 5 | | | | | 3 |
| 6 | | | | | 117 |
| TOTAL = | 14,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and F
distance = | ½(990 + 6,354) + 3×(24) |
| 14,400 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(990 + 6,354) + 3×(3 + 117) |
| 14,400 |
= = = 0.2800 = 28 cM Correct distance = | ½(990) + 3×(3 + 24) |
| 14,400 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(990 + 6,354) + 3×(3 + 24 + 117) |
| 14,400 |
= = = 0.2850 = 28.50 cM Incorrect distance = | ½(6,354) + 3×(24 + 117) |
| 14,400 |
= = = 0.2500 = 25 cM Incorrect
MC d312_722b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene F is linked with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 351 |
| 2 | | | | | 6,636 |
| 3 | | | | | 8,326 |
| 4 | | | | | 3,126 |
| 5 | | | | | 68 |
| 6 | | | | | 93 |
| TOTAL = | 18,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and P
distance = | ½(3,126 + 6,636) + 3×(68 + 93 + 351) |
| 18,600 |
= = = 0.3450 = 34.50 cM Incorrect distance = | ½(3,126) + 3×(68 + 93) |
| 18,600 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(6,636) + 3×(93 + 351) |
| 18,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,126 + 6,636) + 3×(68 + 351) |
| 18,600 |
= = = 0.3300 = 33 cM Correct distance = | ½(3,126) + 3×(68) |
| 18,600 |
= = = 0.0950 = 9.50 cM Incorrect
MC f005_6b21
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene J is connected with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene P is affiliated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 232 |
| 2 | | | | | 4,440 |
| 3 | | | | | 114 |
| 4 | | | | | 3,204 |
| 5 | | | | | 8,102 |
| 6 | | | | | 108 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and J
distance = | ½(4,440) + 3×(108 + 232) |
| 16,200 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(3,204 + 4,440) + 3×(114 + 232) |
| 16,200 |
= = = 0.3000 = 30 cM Correct distance = | ½(3,204 + 4,440) + 3×(108 + 114 + 232) |
| 16,200 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(4,440) + 3×(232) |
| 16,200 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(3,204) + 3×(108 + 114) |
| 16,200 |
= = = 0.1400 = 14 cM Incorrect
MC dab5_56bd
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is analogous to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene D is linked with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene R is analogous to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 210 |
| 2 | | | | | 3,948 |
| 3 | | | | | 140 |
| 4 | | | | | 406 |
| 5 | | | | | 5,124 |
| 6 | | | | | 6,972 |
| TOTAL = | 16,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and R
distance = | ½(5,124) + 3×(140 + 406) |
| 16,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,948) + 3×(210) |
| 16,800 |
= = = 0.1550 = 15.50 cM Incorrect distance = | ½(3,948 + 5,124) + 3×(210 + 406) |
| 16,800 |
= = = 0.3800 = 38 cM Correct distance = | ½(3,948) + 3×(140 + 210) |
| 16,800 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(5,124) + 3×(210) |
| 16,800 |
= = = 0.1900 = 19 cM Incorrect
MC 8a13_aae8
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is linked with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene Y is correlated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 38 |
| 2 | | | | | 14 |
| 3 | | | | | 1,968 |
| 4 | | | | | 15,164 |
| 5 | | | | | 5,508 |
| 6 | | | | | 108 |
| TOTAL = | 22,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and Y
distance = | ½(1,968 + 5,508) + 3×(14 + 38 + 108) |
| 22,800 |
= = = 0.1850 = 18.50 cM Incorrect distance = | ½(5,508) + 3×(38 + 108) |
| 22,800 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(1,968) + 3×(14) |
| 22,800 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(1,968) + 3×(14 + 38) |
| 22,800 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,968 + 5,508) + 3×(14 + 108) |
| 22,800 |
= = = 0.1800 = 18 cM Correct
MC 598d_6ccc
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is correlated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 272 |
| 2 | | | | | 5,928 |
| 3 | | | | | 7,895 |
| 4 | | | | | 2,574 |
| 5 | | | | | 84 |
| 6 | | | | | 47 |
| TOTAL = | 16,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and H
distance = | ½(2,574 + 5,928) + 3×(47 + 84 + 272) |
| 16,800 |
= = = 0.3250 = 32.50 cM Incorrect distance = | ½(5,928) + 3×(84 + 272) |
| 16,800 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(2,574) + 3×(47 + 84) |
| 16,800 |
= = = 0.1000 = 10 cM Correct distance = | ½(2,574 + 5,928) + 3×(47 + 272) |
| 16,800 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(5,928) + 3×(272) |
| 16,800 |
= = = 0.2250 = 22.50 cM Incorrect
MC 9783_e8f6
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene T is related to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 405 |
| 2 | | | | | 11,094 |
| 3 | | | | | 12,627 |
| 4 | | | | | 3,396 |
| 5 | | | | | 32 |
| 6 | | | | | 46 |
| TOTAL = | 27,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and Y
distance = | ½(3,396 + 11,094) + 3×(32 + 405) |
| 27,600 |
= = = 0.3100 = 31 cM Correct distance = | ½(11,094) + 3×(405) |
| 27,600 |
= = = 0.2450 = 24.50 cM Incorrect distance = | ½(11,094) + 3×(46 + 405) |
| 27,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,396) + 3×(32 + 46) |
| 27,600 |
= = = 0.0700 = 7 cM Incorrect distance = | ½(3,396) + 3×(32) |
| 27,600 |
= = = 0.0650 = 6.50 cM Incorrect
MC 332b_df8d
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is analogous to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene X is connected with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 26 |
| 2 | | | | | 3,120 |
| 3 | | | | | 1,842 |
| 4 | | | | | 2,526 |
| 5 | | | | | 83 |
| 6 | | | | | 203 |
| TOTAL = | 7,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and F
distance = | ½(1,842) + 3×(83) |
| 7,800 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(1,842 + 2,526) + 3×(83 + 203) |
| 7,800 |
= = = 0.3900 = 39 cM Correct distance = | ½(1,842 + 2,526) + 3×(26) |
| 7,800 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(1,842 + 2,526) + 3×(26 + 83 + 203) |
| 7,800 |
= = = 0.4000 = 40 cM Incorrect distance = | ½(1,842) + 3×(26 + 83) |
| 7,800 |
= = = 0.1600 = 16 cM Incorrect
MC 9b10_c2b1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is affiliated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene W is correlated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 21 |
| 2 | | | | | 4 |
| 3 | | | | | 858 |
| 4 | | | | | 8,318 |
| 5 | | | | | 3,348 |
| 6 | | | | | 51 |
| TOTAL = | 12,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and P
distance = | ½(858 + 3,348) + 3×(4 + 51) |
| 12,600 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(858) + 3×(4 + 21) |
| 12,600 |
= = = 0.0400 = 4 cM Correct distance = | ½(858) + 3×(4) |
| 12,600 |
= = = 0.0350 = 3.50 cM Incorrect distance = | ½(3,348) + 3×(21 + 51) |
| 12,600 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(858 + 3,348) + 3×(4 + 21 + 51) |
| 12,600 |
= = = 0.1850 = 18.50 cM Incorrect
MC efef_6bac
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene H is affiliated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene R is linked with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 24 |
| 2 | | | | | 59 |
| 3 | | | | | 2,382 |
| 4 | | | | | 133 |
| 5 | | | | | 3,378 |
| 6 | | | | | 8,424 |
| TOTAL = | 14,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and R
distance = | ½(2,382) + 3×(59) |
| 14,400 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(2,382 + 3,378) + 3×(24) |
| 14,400 |
= = = 0.2050 = 20.50 cM Incorrect distance = | ½(2,382) + 3×(24 + 59) |
| 14,400 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(3,378) + 3×(24 + 133) |
| 14,400 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,382 + 3,378) + 3×(59 + 133) |
| 14,400 |
= = = 0.2400 = 24 cM Correct
MC d833_db19
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene D is connected with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 54 |
| 2 | | | | | 1,416 |
| 3 | | | | | 58 |
| 4 | | | | | 3,045 |
| 5 | | | | | 2,238 |
| 6 | | | | | 149 |
| TOTAL = | 6,960 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and M
distance = | ½(1,416 + 2,238) + 3×(54 + 149) |
| 6,960 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(1,416) + 3×(54 + 58) |
| 6,960 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(1,416) + 3×(54) |
| 6,960 |
= = = 0.1250 = 12.50 cM Incorrect distance = | ½(2,238) + 3×(58 + 149) |
| 6,960 |
= = = 0.2500 = 25 cM Correct distance = | ½(1,416 + 2,238) + 3×(54 + 58 + 149) |
| 6,960 |
= = = 0.3750 = 37.50 cM Incorrect
MC 2046_52de
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is linked with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene J is analogous to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene R is connected with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 82 |
| 2 | | | | | 1,236 |
| 3 | | | | | 1,680 |
| 4 | | | | | 780 |
| 5 | | | | | 30 |
| 6 | | | | | 32 |
| TOTAL = | 3,840 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and R
distance = | ½(1,236) + 3×(82) |
| 3,840 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(1,236) + 3×(32 + 82) |
| 3,840 |
= = = 0.2500 = 25 cM Correct distance = | ½(780) + 3×(30 + 32) |
| 3,840 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(780 + 1,236) + 3×(30 + 82) |
| 3,840 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(780) + 3×(30) |
| 3,840 |
= = = 0.1250 = 12.50 cM Incorrect
MC 9d6b_8eca
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is affiliated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 369 |
| 2 | | | | | 5,130 |
| 3 | | | | | 6,352 |
| 4 | | | | | 3,282 |
| 5 | | | | | 116 |
| 6 | | | | | 51 |
| TOTAL = | 15,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and P
distance = | ½(3,282) + 3×(51 + 116) |
| 15,300 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(3,282) + 3×(116) |
| 15,300 |
= = = 0.1300 = 13 cM Incorrect distance = | ½(5,130) + 3×(51 + 369) |
| 15,300 |
= = = 0.2500 = 25 cM Correct distance = | ½(5,130) + 3×(369) |
| 15,300 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(3,282 + 5,130) + 3×(51 + 116 + 369) |
| 15,300 |
= = = 0.3800 = 38 cM Incorrect
MC 73fd_02c9
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene R is connected with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 207 |
| 2 | | | | | 8,820 |
| 3 | | | | | 12,283 |
| 4 | | | | | 2,040 |
| 5 | | | | | 39 |
| 6 | | | | | 11 |
| TOTAL = | 23,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and R
distance = | ½(8,820) + 3×(207) |
| 23,400 |
= = = 0.2150 = 21.50 cM Incorrect distance = | ½(2,040) + 3×(11 + 39) |
| 23,400 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(8,820) + 3×(39 + 207) |
| 23,400 |
= = = 0.2200 = 22 cM Correct distance = | ½(2,040 + 8,820) + 3×(11 + 39 + 207) |
| 23,400 |
= = = 0.2650 = 26.50 cM Incorrect distance = | ½(2,040 + 8,820) + 3×(11 + 207) |
| 23,400 |
= = = 0.2600 = 26 cM Incorrect
MC d7e1_ffb3
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is related to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 89 |
| 2 | | | | | 4,110 |
| 3 | | | | | 86 |
| 4 | | | | | 14,188 |
| 5 | | | | | 7,038 |
| 6 | | | | | 289 |
| TOTAL = | 25,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes W and Y
distance = | ½(4,110 + 7,038) + 3×(89 + 289) |
| 25,800 |
= = = 0.2600 = 26 cM Correct distance = | ½(4,110) + 3×(89) |
| 25,800 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(7,038) + 3×(86 + 289) |
| 25,800 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(4,110 + 7,038) + 3×(86 + 89 + 289) |
| 25,800 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(7,038) + 3×(289) |
| 25,800 |
= = = 0.1700 = 17 cM Incorrect
MC 8474_08a5
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is analogous to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene D is related to the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 117 |
| 2 | | | | | 33 |
| 3 | | | | | 2,844 |
| 4 | | | | | 10,998 |
| 5 | | | | | 9,090 |
| 6 | | | | | 318 |
| TOTAL = | 23,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and M
distance = | ½(2,844) + 3×(33 + 117) |
| 23,400 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(2,844 + 9,090) + 3×(117) |
| 23,400 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(9,090) + 3×(318) |
| 23,400 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(9,090) + 3×(117 + 318) |
| 23,400 |
= = = 0.2500 = 25 cM Correct distance = | ½(2,844 + 9,090) + 3×(33 + 318) |
| 23,400 |
= = = 0.3000 = 30 cM Incorrect
MC 5181_a85c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is correlated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene N is associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 28 |
| 2 | | | | | 1,938 |
| 3 | | | | | 27 |
| 4 | | | | | 58 |
| 5 | | | | | 2,730 |
| 6 | | | | | 11,419 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and N
distance = | ½(2,730) + 3×(58) |
| 16,200 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(1,938) + 3×(27 + 28) |
| 16,200 |
= = = 0.0700 = 7 cM Incorrect distance = | ½(1,938 + 2,730) + 3×(28 + 58) |
| 16,200 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(2,730) + 3×(27 + 58) |
| 16,200 |
= = = 0.1000 = 10 cM Correct distance = | ½(1,938 + 2,730) + 3×(27 + 28 + 58) |
| 16,200 |
= = = 0.1650 = 16.50 cM Incorrect
MC 5a61_7afd
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is connected with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene J is linked with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene T is associated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 12 |
| 2 | | | | | 7 |
| 3 | | | | | 462 |
| 4 | | | | | 24 |
| 5 | | | | | 864 |
| 6 | | | | | 2,231 |
| TOTAL = | 3,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and T
distance = | ½(462) + 3×(7 + 12) |
| 3,600 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(864) + 3×(24) |
| 3,600 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(462 + 864) + 3×(7 + 12) |
| 3,600 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(864) + 3×(12 + 24) |
| 3,600 |
= = = 0.1500 = 15 cM Correct distance = | ½(462) + 3×(7 + 12 + 24) |
| 3,600 |
= = = 0.1000 = 10 cM Incorrect
MC a381_8db9
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene T is affiliated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 81 |
| 2 | | | | | 144 |
| 3 | | | | | 3,510 |
| 4 | | | | | 310 |
| 5 | | | | | 4,782 |
| 6 | | | | | 7,373 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and K
distance = | ½(4,782) + 3×(310) |
| 16,200 |
= = = 0.2050 = 20.50 cM Incorrect distance = | ½(3,510 + 4,782) + 3×(81 + 144 + 310) |
| 16,200 |
= = = 0.3550 = 35.50 cM Incorrect distance = | ½(3,510 + 4,782) + 3×(144 + 310) |
| 16,200 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(3,510) + 3×(81 + 144) |
| 16,200 |
= = = 0.1500 = 15 cM Correct distance = | ½(4,782) + 3×(81 + 310) |
| 16,200 |
= = = 0.2200 = 22 cM Incorrect
MC 9aa1_e1d4
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is related to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 387 |
| 2 | | | | | 5,910 |
| 3 | | | | | 89 |
| 4 | | | | | 3,330 |
| 5 | | | | | 7,056 |
| 6 | | | | | 28 |
| TOTAL = | 16,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and N
distance = | ½(3,330) + 3×(28 + 89) |
| 16,800 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(5,910) + 3×(28 + 387) |
| 16,800 |
= = = 0.2500 = 25 cM Correct distance = | ½(3,330 + 5,910) + 3×(89 + 387) |
| 16,800 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(3,330 + 5,910) + 3×(28) |
| 16,800 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(3,330 + 5,910) + 3×(28 + 89 + 387) |
| 16,800 |
= = = 0.3650 = 36.50 cM Incorrect
MC f517_d322
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is correlated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 63 |
| 2 | | | | | 44 |
| 3 | | | | | 1,086 |
| 4 | | | | | 2,430 |
| 5 | | | | | 1,668 |
| 6 | | | | | 109 |
| TOTAL = | 5,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and N
distance = | ½(1,086 + 1,668) + 3×(63) |
| 5,400 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(1,086 + 1,668) + 3×(44 + 109) |
| 5,400 |
= = = 0.3400 = 34 cM Correct distance = | ½(1,668) + 3×(109) |
| 5,400 |
= = = 0.2150 = 21.50 cM Incorrect distance = | ½(1,086) + 3×(44 + 63) |
| 5,400 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(1,668) + 3×(63 + 109) |
| 5,400 |
= = = 0.2500 = 25 cM Incorrect
MC b721_d089
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene X is linked with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 146 |
| 2 | | | | | 6,078 |
| 3 | | | | | 10,250 |
| 4 | | | | | 1,752 |
| 5 | | | | | 13 |
| 6 | | | | | 61 |
| TOTAL = | 18,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and X
distance = | ½(6,078) + 3×(146) |
| 18,300 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(1,752) + 3×(13 + 61) |
| 18,300 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(6,078) + 3×(61 + 146) |
| 18,300 |
= = = 0.2000 = 20 cM Correct distance = | ½(1,752 + 6,078) + 3×(13 + 61 + 146) |
| 18,300 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,752 + 6,078) + 3×(13 + 146) |
| 18,300 |
= = = 0.2400 = 24 cM Incorrect
MC f148_9d39
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 220 |
| 2 | | | | | 168 |
| 3 | | | | | 5,064 |
| 4 | | | | | 11,748 |
| 5 | | | | | 8,664 |
| 6 | | | | | 536 |
| TOTAL = | 26,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and J
distance = | ½(5,064) + 3×(168) |
| 26,400 |
= = = 0.1150 = 11.50 cM Incorrect distance = | ½(8,664) + 3×(536) |
| 26,400 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(8,664) + 3×(220 + 536) |
| 26,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(5,064 + 8,664) + 3×(168 + 536) |
| 26,400 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(5,064) + 3×(168 + 220) |
| 26,400 |
= = = 0.1400 = 14 cM Correct
MC a148_4d54
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is associated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene H is affiliated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 98 |
| 2 | | | | | 222 |
| 3 | | | | | 6,312 |
| 4 | | | | | 12,201 |
| 5 | | | | | 9,858 |
| 6 | | | | | 709 |
| TOTAL = | 29,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and R
distance = | ½(6,312 + 9,858) + 3×(98 + 222 + 709) |
| 29,400 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(6,312) + 3×(222) |
| 29,400 |
= = = 0.1300 = 13 cM Incorrect distance = | ½(9,858) + 3×(98 + 709) |
| 29,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(9,858) + 3×(709) |
| 29,400 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(6,312 + 9,858) + 3×(222 + 709) |
| 29,400 |
= = = 0.3700 = 37 cM Correct
MC 30ff_4418
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is associated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene P is linked with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 108 |
| 2 | | | | | 2,592 |
| 3 | | | | | 60 |
| 4 | | | | | 156 |
| 5 | | | | | 3,024 |
| 6 | | | | | 6,060 |
| TOTAL = | 12,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and P
distance = | ½(2,592) + 3×(60 + 108) |
| 12,000 |
= = = 0.1500 = 15 cM Correct distance = | ½(2,592 + 3,024) + 3×(108 + 156) |
| 12,000 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(3,024) + 3×(108 + 156) |
| 12,000 |
= = = 0.1920 = 19.20 cM Incorrect distance = | ½(3,024) + 3×(60 + 156) |
| 12,000 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(2,592 + 3,024) + 3×(60) |
| 12,000 |
= = = 0.2490 = 24.90 cM Incorrect
MC 3ce5_f5b5
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 25 |
| 2 | | | | | 13 |
| 3 | | | | | 1,572 |
| 4 | | | | | 8,250 |
| 5 | | | | | 4,998 |
| 6 | | | | | 142 |
| TOTAL = | 15,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and W
distance = | ½(1,572) + 3×(13 + 25) |
| 15,000 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(1,572) + 3×(13) |
| 15,000 |
= = = 0.0550 = 5.50 cM Incorrect distance = | ½(4,998) + 3×(25 + 142) |
| 15,000 |
= = = 0.2000 = 20 cM Correct distance = | ½(1,572 + 4,998) + 3×(13 + 25 + 142) |
| 15,000 |
= = = 0.2550 = 25.50 cM Incorrect distance = | ½(1,572 + 4,998) + 3×(13 + 142) |
| 15,000 |
= = = 0.2500 = 25 cM Incorrect
MC 53ad_d532
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is correlated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene J is related to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 133 |
| 2 | | | | | 4,548 |
| 3 | | | | | 369 |
| 4 | | | | | 7,020 |
| 5 | | | | | 81 |
| 6 | | | | | 12,149 |
| TOTAL = | 24,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and M
distance = | ½(4,548) + 3×(81 + 133) |
| 24,300 |
= = = 0.1200 = 12 cM Correct distance = | ½(4,548) + 3×(133) |
| 24,300 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(4,548 + 7,020) + 3×(133 + 369) |
| 24,300 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(7,020) + 3×(369) |
| 24,300 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(4,548 + 7,020) + 3×(81 + 133 + 369) |
| 24,300 |
= = = 0.3100 = 31 cM Incorrect
MC f8cc_4653
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is linked with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene E is analogous to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 17 |
| 2 | | | | | 762 |
| 3 | | | | | 16 |
| 4 | | | | | 2,927 |
| 5 | | | | | 1,044 |
| 6 | | | | | 34 |
| TOTAL = | 4,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and E
distance = | ½(1,044) + 3×(34) |
| 4,800 |
= = = 0.1300 = 13 cM Incorrect distance = | ½(762 + 1,044) + 3×(16 + 17 + 34) |
| 4,800 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(762) + 3×(17) |
| 4,800 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(762) + 3×(16 + 17) |
| 4,800 |
= = = 0.1000 = 10 cM Correct distance = | ½(762 + 1,044) + 3×(17 + 34) |
| 4,800 |
= = = 0.2200 = 22 cM Incorrect
MC 45a1_9eca
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is correlated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene K is associated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 71 |
| 2 | | | | | 2,166 |
| 3 | | | | | 2,527 |
| 4 | | | | | 612 |
| 5 | | | | | 6 |
| 6 | | | | | 18 |
| TOTAL = | 5,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and K
distance = | ½(2,166) + 3×(71) |
| 5,400 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(612) + 3×(6) |
| 5,400 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(612) + 3×(6 + 18) |
| 5,400 |
= = = 0.0700 = 7 cM Correct distance = | ½(612 + 2,166) + 3×(6 + 71) |
| 5,400 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(2,166) + 3×(18 + 71) |
| 5,400 |
= = = 0.2500 = 25 cM Incorrect
MC f57d_6665
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is correlated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene E is connected with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene X is correlated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 54 |
| 2 | | | | | 7,576 |
| 3 | | | | | 1,842 |
| 4 | | | | | 6,498 |
| 5 | | | | | 17 |
| 6 | | | | | 213 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and X
distance = | ½(1,842 + 6,498) + 3×(17 + 213) |
| 16,200 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(6,498) + 3×(54 + 213) |
| 16,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,842 + 6,498) + 3×(17 + 54 + 213) |
| 16,200 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(1,842) + 3×(17 + 54) |
| 16,200 |
= = = 0.0700 = 7 cM Correct distance = | ½(6,498) + 3×(213) |
| 16,200 |
= = = 0.2400 = 24 cM Incorrect
MC 516b_ab01
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is related to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene K is associated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 41 |
| 2 | | | | | 48 |
| 3 | | | | | 2,172 |
| 4 | | | | | 5,380 |
| 5 | | | | | 4,410 |
| 6 | | | | | 249 |
| TOTAL = | 12,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and W
distance = | ½(4,410) + 3×(41 + 249) |
| 12,300 |
= = = 0.2500 = 25 cM Correct distance = | ½(2,172 + 4,410) + 3×(41 + 48 + 249) |
| 12,300 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(4,410) + 3×(249) |
| 12,300 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(2,172) + 3×(41 + 48) |
| 12,300 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(2,172) + 3×(48) |
| 12,300 |
= = = 0.1000 = 10 cM Incorrect
MC 2494_ee42
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is linked with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene E is connected with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 388 |
| 2 | | | | | 6,120 |
| 3 | | | | | 8,592 |
| 4 | | | | | 3,768 |
| 5 | | | | | 140 |
| 6 | | | | | 192 |
| TOTAL = | 19,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and E
distance = | ½(3,768 + 6,120) + 3×(140 + 388) |
| 19,200 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(3,768) + 3×(140) |
| 19,200 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(6,120) + 3×(388) |
| 19,200 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(6,120) + 3×(192 + 388) |
| 19,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,768) + 3×(140 + 192) |
| 19,200 |
= = = 0.1500 = 15 cM Correct
MC 0b9c_67f3
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is analogous to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 201 |
| 2 | | | | | 4,038 |
| 3 | | | | | 35 |
| 4 | | | | | 1,842 |
| 5 | | | | | 5,246 |
| 6 | | | | | 38 |
| TOTAL = | 11,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and J
distance = | ½(1,842 + 4,038) + 3×(35 + 201) |
| 11,400 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(1,842 + 4,038) + 3×(35 + 38 + 201) |
| 11,400 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(1,842) + 3×(35 + 38) |
| 11,400 |
= = = 0.1000 = 10 cM Correct distance = | ½(4,038) + 3×(38 + 201) |
| 11,400 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(1,842) + 3×(35) |
| 11,400 |
= = = 0.0900 = 9 cM Incorrect
MC cf16_1b42
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene R is linked with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene Y is correlated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 80 |
| 2 | | | | | 9 |
| 3 | | | | | 1,866 |
| 4 | | | | | 12,840 |
| 5 | | | | | 9,030 |
| 6 | | | | | 175 |
| TOTAL = | 24,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes R and Y
distance = | ½(1,866) + 3×(9 + 80) |
| 24,000 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,866 + 9,030) + 3×(9 + 175) |
| 24,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(9,030) + 3×(80 + 175) |
| 24,000 |
= = = 0.2200 = 22 cM Correct distance = | ½(1,866) + 3×(9) |
| 24,000 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(9,030) + 3×(175) |
| 24,000 |
= = = 0.2100 = 21 cM Incorrect
MC e7c2_4abf
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is analogous to the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene K is related to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 112 |
| 2 | | | | | 1,392 |
| 3 | | | | | 2,016 |
| 4 | | | | | 1,152 |
| 5 | | | | | 56 |
| 6 | | | | | 72 |
| TOTAL = | 4,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and K
distance = | ½(1,152) + 3×(56 + 72 + 112) |
| 4,800 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(1,152 + 1,392) + 3×(56) |
| 4,800 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(1,392) + 3×(72) |
| 4,800 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(1,152 + 1,392) + 3×(72 + 112) |
| 4,800 |
= = = 0.3800 = 38 cM Correct distance = | ½(1,152) + 3×(56 + 72) |
| 4,800 |
= = = 0.2000 = 20 cM Incorrect
MC f35e_cfce
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is connected with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 10 |
| 2 | | | | | 1,938 |
| 3 | | | | | 37 |
| 4 | | | | | 219 |
| 5 | | | | | 9,120 |
| 6 | | | | | 10,876 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and R
distance = | ½(1,938) + 3×(10 + 37) |
| 22,200 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,938 + 9,120) + 3×(10 + 37 + 219) |
| 22,200 |
= = = 0.2850 = 28.50 cM Incorrect distance = | ½(1,938) + 3×(10) |
| 22,200 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(1,938 + 9,120) + 3×(10 + 219) |
| 22,200 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(9,120) + 3×(37 + 219) |
| 22,200 |
= = = 0.2400 = 24 cM Correct
MC 46fc_7e3b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is connected with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene D is associated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 155 |
| 2 | | | | | 3,390 |
| 3 | | | | | 27 |
| 4 | | | | | 1,470 |
| 5 | | | | | 4,510 |
| 6 | | | | | 48 |
| TOTAL = | 9,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and W
distance = | ½(1,470 + 3,390) + 3×(27 + 155) |
| 9,600 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(3,390) + 3×(48 + 155) |
| 9,600 |
= = = 0.2400 = 24 cM Correct distance = | ½(1,470) + 3×(48 + 155) |
| 9,600 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(3,390) + 3×(27 + 48) |
| 9,600 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,470) + 3×(27 + 48) |
| 9,600 |
= = = 0.1000 = 10 cM Incorrect
MC e909_3b6a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene N is affiliated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene Y is linked with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 5 |
| 2 | | | | | 834 |
| 3 | | | | | 65 |
| 4 | | | | | 2,970 |
| 5 | | | | | 16 |
| 6 | | | | | 5,710 |
| TOTAL = | 9,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and N
distance = | ½(2,970) + 3×(16 + 65) |
| 9,600 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(834 + 2,970) + 3×(5 + 16 + 65) |
| 9,600 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(834) + 3×(5 + 16) |
| 9,600 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(834 + 2,970) + 3×(5 + 65) |
| 9,600 |
= = = 0.2200 = 22 cM Correct distance = | ½(2,970) + 3×(65) |
| 9,600 |
= = = 0.1750 = 17.50 cM Incorrect
MC deec_5db5
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is linked with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene M is connected with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 58 |
| 2 | | | | | 3,972 |
| 3 | | | | | 446 |
| 4 | | | | | 10,860 |
| 5 | | | | | 144 |
| 6 | | | | | 13,320 |
| TOTAL = | 28,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and M
distance = | ½(3,972) + 3×(58) |
| 28,800 |
= = = 0.0750 = 7.50 cM Incorrect distance = | ½(3,972 + 10,860) + 3×(58 + 144 + 446) |
| 28,800 |
= = = 0.3250 = 32.50 cM Incorrect distance = | ½(3,972) + 3×(58 + 144) |
| 28,800 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(3,972 + 10,860) + 3×(58 + 446) |
| 28,800 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(10,860) + 3×(144 + 446) |
| 28,800 |
= = = 0.2500 = 25 cM Correct
MC 8ea4_1fa1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene X is connected with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 435 |
| 2 | | | | | 11,356 |
| 3 | | | | | 6,252 |
| 4 | | | | | 7,056 |
| 5 | | | | | 437 |
| 6 | | | | | 564 |
| TOTAL = | 26,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes X and Y
distance = | ½(6,252) + 3×(437) |
| 26,100 |
= = = 0.1700 = 17 cM Incorrect distance = | ½(6,252 + 7,056) + 3×(437 + 564) |
| 26,100 |
= = = 0.3700 = 37 cM Incorrect distance = | ½(6,252 + 7,056) + 3×(435 + 437 + 564) |
| 26,100 |
= = = 0.4200 = 42 cM Incorrect distance = | ½(7,056) + 3×(435 + 564) |
| 26,100 |
= = = 0.2500 = 25 cM Correct distance = | ½(6,252) + 3×(435 + 437) |
| 26,100 |
= = = 0.2200 = 22 cM Incorrect
MC 127d_f16b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is analogous to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene T is affiliated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 503 |
| 2 | | | | | 7,062 |
| 3 | | | | | 649 |
| 4 | | | | | 7,914 |
| 5 | | | | | 432 |
| 6 | | | | | 12,240 |
| TOTAL = | 28,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and T
distance = | ½(7,914) + 3×(649) |
| 28,800 |
= = = 0.2050 = 20.50 cM Incorrect distance = | ½(7,062) + 3×(503) |
| 28,800 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(7,062 + 7,914) + 3×(503 + 649) |
| 28,800 |
= = = 0.3800 = 38 cM Correct distance = | ½(7,914) + 3×(432 + 649) |
| 28,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(7,062) + 3×(432 + 503) |
| 28,800 |
= = = 0.2200 = 22 cM Incorrect
MC 935f_afbe
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene C is analogous to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene P is associated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 282 |
| 2 | | | | | 440 |
| 3 | | | | | 6,948 |
| 4 | | | | | 11,562 |
| 5 | | | | | 8,280 |
| 6 | | | | | 688 |
| TOTAL = | 28,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and P
distance = | ½(6,948 + 8,280) + 3×(440 + 688) |
| 28,200 |
= = = 0.3900 = 39 cM Correct distance = | ½(6,948 + 8,280) + 3×(282) |
| 28,200 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(8,280) + 3×(688) |
| 28,200 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(6,948) + 3×(282 + 440) |
| 28,200 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(8,280) + 3×(282 + 688) |
| 28,200 |
= = = 0.2500 = 25 cM Incorrect
MC a63f_ce22
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene F is related to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 42 |
| 2 | | | | | 39 |
| 3 | | | | | 1,530 |
| 4 | | | | | 171 |
| 5 | | | | | 2,922 |
| 6 | | | | | 3,696 |
| TOTAL = | 8,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and F
distance = | ½(1,530 + 2,922) + 3×(42) |
| 8,400 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(1,530 + 2,922) + 3×(39 + 42 + 171) |
| 8,400 |
= = = 0.3550 = 35.50 cM Incorrect distance = | ½(2,922) + 3×(42 + 171) |
| 8,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,530) + 3×(39 + 42) |
| 8,400 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(1,530 + 2,922) + 3×(39 + 171) |
| 8,400 |
= = = 0.3400 = 34 cM Correct
MC 213d_0839
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is analogous to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene P is related to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 270 |
| 2 | | | | | 7,650 |
| 3 | | | | | 4,416 |
| 4 | | | | | 4,944 |
| 5 | | | | | 314 |
| 6 | | | | | 406 |
| TOTAL = | 18,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and P
distance = | ½(4,416 + 4,944) + 3×(270) |
| 18,000 |
= = = 0.3050 = 30.50 cM Incorrect distance = | ½(4,944) + 3×(270 + 406) |
| 18,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(4,416 + 4,944) + 3×(270 + 314 + 406) |
| 18,000 |
= = = 0.4250 = 42.50 cM Incorrect distance = | ½(4,416) + 3×(270 + 314) |
| 18,000 |
= = = 0.2200 = 22 cM Correct distance = | ½(4,416 + 4,944) + 3×(314 + 406) |
| 18,000 |
= = = 0.3800 = 38 cM Incorrect
MC 2d73_87ce
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is correlated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene J is affiliated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene M is associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 408 |
| 2 | | | | | 6,672 |
| 3 | | | | | 380 |
| 4 | | | | | 637 |
| 5 | | | | | 8,148 |
| 6 | | | | | 12,255 |
| TOTAL = | 28,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and M
distance = | ½(8,148) + 3×(637) |
| 28,500 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(6,672 + 8,148) + 3×(380) |
| 28,500 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(8,148) + 3×(380 + 637) |
| 28,500 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(6,672 + 8,148) + 3×(408 + 637) |
| 28,500 |
= = = 0.3700 = 37 cM Correct distance = | ½(6,672) + 3×(408) |
| 28,500 |
= = = 0.1600 = 16 cM Incorrect
MC 8e71_ad29
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene N is related to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene P is associated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene R is affiliated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 89 |
| 2 | | | | | 3,684 |
| 3 | | | | | 111 |
| 4 | | | | | 166 |
| 5 | | | | | 4,998 |
| 6 | | | | | 13,152 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and R
distance = | ½(3,684) + 3×(89) |
| 22,200 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(4,998) + 3×(111 + 166) |
| 22,200 |
= = = 0.1500 = 15 cM Correct distance = | ½(3,684) + 3×(89 + 111) |
| 22,200 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(3,684 + 4,998) + 3×(89 + 111 + 166) |
| 22,200 |
= = = 0.2450 = 24.50 cM Incorrect distance = | ½(3,684 + 4,998) + 3×(89 + 166) |
| 22,200 |
= = = 0.2300 = 23 cM Incorrect
MC fe82_54b6
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is affiliated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene F is associated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 187 |
| 2 | | | | | 129 |
| 3 | | | | | 4,836 |
| 4 | | | | | 14,585 |
| 5 | | | | | 7,956 |
| 6 | | | | | 357 |
| TOTAL = | 28,050 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and H
distance = | ½(4,836) + 3×(129) |
| 28,050 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(7,956) + 3×(357) |
| 28,050 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(4,836) + 3×(129 + 187) |
| 28,050 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(4,836 + 7,956) + 3×(129 + 187 + 357) |
| 28,050 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(7,956) + 3×(187 + 357) |
| 28,050 |
= = = 0.2000 = 20 cM Correct
MC 152f_f8b3
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 63 |
| 2 | | | | | 3,762 |
| 3 | | | | | 46 |
| 4 | | | | | 222 |
| 5 | | | | | 6,672 |
| 6 | | | | | 16,835 |
| TOTAL = | 27,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and P
distance = | ½(3,762 + 6,672) + 3×(46 + 63 + 222) |
| 27,600 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(3,762 + 6,672) + 3×(63 + 222) |
| 27,600 |
= = = 0.2200 = 22 cM Correct distance = | ½(3,762) + 3×(46 + 63) |
| 27,600 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(6,672) + 3×(46 + 222) |
| 27,600 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(3,762) + 3×(63) |
| 27,600 |
= = = 0.0750 = 7.50 cM Incorrect
MC 197a_bf7a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene R is correlated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene X is analogous to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is linked with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 596 |
| 2 | | | | | 7,464 |
| 3 | | | | | 12,006 |
| 4 | | | | | 6,612 |
| 5 | | | | | 462 |
| 6 | | | | | 460 |
| TOTAL = | 27,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes X and Y
distance = | ½(7,464) + 3×(460 + 596) |
| 27,600 |
= = = 0.2500 = 25 cM Correct distance = | ½(6,612) + 3×(460 + 462) |
| 27,600 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(6,612 + 7,464) + 3×(462 + 596) |
| 27,600 |
= = = 0.3700 = 37 cM Incorrect distance = | ½(6,612) + 3×(462) |
| 27,600 |
= = = 0.1700 = 17 cM Incorrect distance = | ½(6,612 + 7,464) + 3×(460 + 462 + 596) |
| 27,600 |
= = = 0.4200 = 42 cM Incorrect
MC 78d0_852a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is affiliated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is correlated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 136 |
| 2 | | | | | 1,914 |
| 3 | | | | | 176 |
| 4 | | | | | 2,142 |
| 5 | | | | | 117 |
| 6 | | | | | 3,315 |
| TOTAL = | 7,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and N
distance = | ½(2,142) + 3×(176) |
| 7,800 |
= = = 0.2050 = 20.50 cM Incorrect distance = | ½(1,914) + 3×(117 + 136) |
| 7,800 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(1,914 + 2,142) + 3×(136 + 176) |
| 7,800 |
= = = 0.3800 = 38 cM Correct distance = | ½(2,142) + 3×(117 + 176) |
| 7,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,914 + 2,142) + 3×(117 + 136 + 176) |
| 7,800 |
= = = 0.4250 = 42.50 cM Incorrect
MC b78f_2a6e
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is analogous to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene W is affiliated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 162 |
| 2 | | | | | 1,980 |
| 3 | | | | | 3,060 |
| 4 | | | | | 1,764 |
| 5 | | | | | 108 |
| 6 | | | | | 126 |
| TOTAL = | 7,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and W
distance = | ½(1,764 + 1,980) + 3×(126 + 162) |
| 7,200 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(1,980) + 3×(126) |
| 7,200 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(1,980) + 3×(108 + 162) |
| 7,200 |
= = = 0.2500 = 25 cM Correct distance = | ½(1,764) + 3×(126) |
| 7,200 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(1,764) + 3×(108 + 126) |
| 7,200 |
= = = 0.2200 = 22 cM Incorrect
MC ccee_7a77
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is associated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 99 |
| 2 | | | | | 2,430 |
| 3 | | | | | 4,453 |
| 4 | | | | | 1,332 |
| 5 | | | | | 30 |
| 6 | | | | | 56 |
| TOTAL = | 8,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and D
distance = | ½(1,332 + 2,430) + 3×(30 + 99) |
| 8,400 |
= = = 0.2700 = 27 cM Correct distance = | ½(1,332 + 2,430) + 3×(30 + 56 + 99) |
| 8,400 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(1,332) + 3×(30 + 56) |
| 8,400 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(1,332) + 3×(30) |
| 8,400 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(2,430) + 3×(99) |
| 8,400 |
= = = 0.1800 = 18 cM Incorrect
MC 3308_a334
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 93 |
| 2 | | | | | 3,955 |
| 3 | | | | | 2,124 |
| 4 | | | | | 2,802 |
| 5 | | | | | 111 |
| 6 | | | | | 215 |
| TOTAL = | 9,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and K
distance = | ½(2,124 + 2,802) + 3×(93 + 111 + 215) |
| 9,300 |
= = = 0.4000 = 40 cM Incorrect distance = | ½(2,802) + 3×(93 + 215) |
| 9,300 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,802) + 3×(215) |
| 9,300 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(2,124) + 3×(111) |
| 9,300 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,124 + 2,802) + 3×(111 + 215) |
| 9,300 |
= = = 0.3700 = 37 cM Correct
MC 8625_8471
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is analogous to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene P is affiliated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 137 |
| 2 | | | | | 5,112 |
| 3 | | | | | 594 |
| 4 | | | | | 9,078 |
| 5 | | | | | 43 |
| 6 | | | | | 10,836 |
| TOTAL = | 25,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and W
distance = | ½(5,112 + 9,078) + 3×(137 + 594) |
| 25,800 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(5,112) + 3×(43 + 137) |
| 25,800 |
= = = 0.1200 = 12 cM Correct distance = | ½(5,112 + 9,078) + 3×(43) |
| 25,800 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(9,078) + 3×(43 + 594) |
| 25,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(5,112) + 3×(137) |
| 25,800 |
= = = 0.1150 = 11.50 cM Incorrect
MC ea31_64cf
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is linked with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene K is associated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene X is associated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 112 |
| 2 | | | | | 4,320 |
| 3 | | | | | 1,926 |
| 4 | | | | | 2,970 |
| 5 | | | | | 79 |
| 6 | | | | | 193 |
| TOTAL = | 9,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and X
distance = | ½(1,926 + 2,970) + 3×(112) |
| 9,600 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(1,926) + 3×(79 + 112) |
| 9,600 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(1,926 + 2,970) + 3×(79 + 193) |
| 9,600 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(2,970) + 3×(112 + 193) |
| 9,600 |
= = = 0.2500 = 25 cM Correct distance = | ½(1,926) + 3×(79) |
| 9,600 |
= = = 0.1250 = 12.50 cM Incorrect
MC 5d0a_8d24
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene B is connected with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene N is correlated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 200 |
| 2 | | | | | 215 |
| 3 | | | | | 3,510 |
| 4 | | | | | 6,450 |
| 5 | | | | | 4,290 |
| 6 | | | | | 335 |
| TOTAL = | 15,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and N
distance = | ½(3,510 + 4,290) + 3×(200 + 215 + 335) |
| 15,000 |
= = = 0.4100 = 41 cM Incorrect distance = | ½(3,510) + 3×(200 + 215) |
| 15,000 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(4,290) + 3×(200 + 335) |
| 15,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,510 + 4,290) + 3×(215 + 335) |
| 15,000 |
= = = 0.3700 = 37 cM Correct distance = | ½(4,290) + 3×(335) |
| 15,000 |
= = = 0.2100 = 21 cM Incorrect
MC eba8_ecd4
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is related to the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene T is linked with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 90 |
| 2 | | | | | 35 |
| 3 | | | | | 1,950 |
| 4 | | | | | 6,885 |
| 5 | | | | | 4,368 |
| 6 | | | | | 172 |
| TOTAL = | 13,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and Y
distance = | ½(1,950 + 4,368) + 3×(35 + 172) |
| 13,500 |
= = = 0.2800 = 28 cM Correct distance = | ½(1,950) + 3×(35 + 90) |
| 13,500 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(4,368) + 3×(172) |
| 13,500 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,950 + 4,368) + 3×(35 + 90 + 172) |
| 13,500 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(4,368) + 3×(90 + 172) |
| 13,500 |
= = = 0.2200 = 22 cM Incorrect
MC ceef_b79c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is analogous to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene H is related to the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene K is related to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 385 |
| 2 | | | | | 8,490 |
| 3 | | | | | 75 |
| 4 | | | | | 3,630 |
| 5 | | | | | 11,220 |
| 6 | | | | | 200 |
| TOTAL = | 24,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and H
distance = | ½(3,630) + 3×(75 + 200) |
| 24,000 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(3,630 + 8,490) + 3×(75 + 385) |
| 24,000 |
= = = 0.3100 = 31 cM Correct distance = | ½(8,490) + 3×(385) |
| 24,000 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(8,490) + 3×(200 + 385) |
| 24,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,630 + 8,490) + 3×(75 + 200 + 385) |
| 24,000 |
= = = 0.3350 = 33.50 cM Incorrect
MC 53e7_5d59
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is connected with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene E is linked with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene J is affiliated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 7 |
| 2 | | | | | 1,524 |
| 3 | | | | | 29 |
| 4 | | | | | 8,224 |
| 5 | | | | | 7,434 |
| 6 | | | | | 182 |
| TOTAL = | 17,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and J
distance = | ½(1,524) + 3×(7 + 29) |
| 17,400 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,524 + 7,434) + 3×(7 + 182) |
| 17,400 |
= = = 0.2900 = 29 cM Correct distance = | ½(1,524) + 3×(7) |
| 17,400 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(7,434) + 3×(29 + 182) |
| 17,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,524 + 7,434) + 3×(7 + 29 + 182) |
| 17,400 |
= = = 0.2950 = 29.50 cM Incorrect
MC 3751_5c65
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is associated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene P is linked with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 30 |
| 2 | | | | | 4,140 |
| 3 | | | | | 1,452 |
| 4 | | | | | 3,192 |
| 5 | | | | | 28 |
| 6 | | | | | 158 |
| TOTAL = | 9,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and W
distance = | ½(3,192) + 3×(30 + 158) |
| 9,000 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(1,452 + 3,192) + 3×(28 + 158) |
| 9,000 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(1,452) + 3×(28 + 30) |
| 9,000 |
= = = 0.1000 = 10 cM Correct distance = | ½(1,452 + 3,192) + 3×(28 + 30 + 158) |
| 9,000 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(1,452) + 3×(28) |
| 9,000 |
= = = 0.0900 = 9 cM Incorrect
MC cf51_2dcf
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene R is affiliated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 286 |
| 2 | | | | | 4,620 |
| 3 | | | | | 5,676 |
| 4 | | | | | 2,508 |
| 5 | | | | | 66 |
| 6 | | | | | 44 |
| TOTAL = | 13,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and R
distance = | ½(4,620) + 3×(66) |
| 13,200 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(2,508 + 4,620) + 3×(44 + 66 + 286) |
| 13,200 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(2,508) + 3×(286) |
| 13,200 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(2,508 + 4,620) + 3×(66 + 286) |
| 13,200 |
= = = 0.3500 = 35 cM Correct distance = | ½(2,508) + 3×(66) |
| 13,200 |
= = = 0.1100 = 11 cM Incorrect
MC f1b1_cf28
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is related to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene W is affiliated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 68 |
| 2 | | | | | 2,712 |
| 3 | | | | | 104 |
| 4 | | | | | 296 |
| 5 | | | | | 5,400 |
| 6 | | | | | 7,020 |
| TOTAL = | 15,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and W
distance = | ½(5,400) + 3×(104 + 296) |
| 15,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,712 + 5,400) + 3×(104) |
| 15,600 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(2,712 + 5,400) + 3×(68 + 104 + 296) |
| 15,600 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(2,712) + 3×(68 + 104) |
| 15,600 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(2,712 + 5,400) + 3×(68 + 296) |
| 15,600 |
= = = 0.3300 = 33 cM Correct
MC 1fb6_17ac
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene P is affiliated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 380 |
| 2 | | | | | 8,052 |
| 3 | | | | | 79 |
| 4 | | | | | 3,954 |
| 5 | | | | | 12,053 |
| 6 | | | | | 82 |
| TOTAL = | 24,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and N
distance = | ½(8,052) + 3×(82 + 380) |
| 24,600 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(3,954) + 3×(79) |
| 24,600 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(8,052) + 3×(380) |
| 24,600 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(3,954 + 8,052) + 3×(79 + 380) |
| 24,600 |
= = = 0.3000 = 30 cM Correct distance = | ½(3,954) + 3×(79 + 82) |
| 24,600 |
= = = 0.1000 = 10 cM Incorrect
MC d07f_d5a7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is connected with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene N is related to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene T is connected with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2 |
| 2 | | | | | 366 |
| 3 | | | | | 20 |
| 4 | | | | | 1,014 |
| 5 | | | | | 7 |
| 6 | | | | | 2,791 |
| TOTAL = | 4,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and N
distance = | ½(366) + 3×(2) |
| 4,200 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(1,014) + 3×(20) |
| 4,200 |
= = = 0.1350 = 13.50 cM Incorrect distance = | ½(366) + 3×(2 + 7) |
| 4,200 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(366 + 1,014) + 3×(2 + 20) |
| 4,200 |
= = = 0.1800 = 18 cM Correct distance = | ½(1,014) + 3×(7 + 20) |
| 4,200 |
= = = 0.1400 = 14 cM Incorrect
MC 2d19_5f53
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is correlated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene M is analogous to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene X is associated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 29 |
| 2 | | | | | 1,554 |
| 3 | | | | | 32 |
| 4 | | | | | 4,272 |
| 5 | | | | | 3,534 |
| 6 | | | | | 179 |
| TOTAL = | 9,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and X
distance = | ½(1,554 + 3,534) + 3×(29 + 32 + 179) |
| 9,600 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(1,554) + 3×(29) |
| 9,600 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(1,554) + 3×(29 + 32) |
| 9,600 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(1,554 + 3,534) + 3×(29 + 179) |
| 9,600 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(3,534) + 3×(32 + 179) |
| 9,600 |
= = = 0.2500 = 25 cM Correct
MC a844_e1a6
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene M is connected with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 288 |
| 2 | | | | | 4,194 |
| 3 | | | | | 5,355 |
| 4 | | | | | 2,610 |
| 5 | | | | | 63 |
| 6 | | | | | 90 |
| TOTAL = | 12,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and N
distance = | ½(2,610 + 4,194) + 3×(63) |
| 12,600 |
= = = 0.2850 = 28.50 cM Incorrect distance = | ½(2,610) + 3×(63 + 90) |
| 12,600 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(2,610 + 4,194) + 3×(90 + 288) |
| 12,600 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(4,194) + 3×(63 + 288) |
| 12,600 |
= = = 0.2500 = 25 cM Correct distance = | ½(4,194) + 3×(288) |
| 12,600 |
= = = 0.2350 = 23.50 cM Incorrect
MC 897a_4983
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is correlated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene J is connected with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene P is associated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 14 |
| 2 | | | | | 1,860 |
| 3 | | | | | 36 |
| 4 | | | | | 15,122 |
| 5 | | | | | 4,488 |
| 6 | | | | | 80 |
| TOTAL = | 21,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and P
distance = | ½(4,488) + 3×(36 + 80) |
| 21,600 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(1,860 + 4,488) + 3×(14 + 36 + 80) |
| 21,600 |
= = = 0.1650 = 16.50 cM Incorrect distance = | ½(4,488) + 3×(80) |
| 21,600 |
= = = 0.1150 = 11.50 cM Incorrect distance = | ½(1,860) + 3×(14 + 36) |
| 21,600 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,860 + 4,488) + 3×(14 + 80) |
| 21,600 |
= = = 0.1600 = 16 cM Correct
MC c52b_d6f8
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is analogous to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene C is linked with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene D is associated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 43 |
| 2 | | | | | 2,190 |
| 3 | | | | | 173 |
| 4 | | | | | 4,290 |
| 5 | | | | | 72 |
| 6 | | | | | 7,632 |
| TOTAL = | 14,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and C
distance = | ½(2,190) + 3×(43 + 72) |
| 14,400 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,190 + 4,290) + 3×(43 + 173) |
| 14,400 |
= = = 0.2700 = 27 cM Correct distance = | ½(4,290) + 3×(173) |
| 14,400 |
= = = 0.1850 = 18.50 cM Incorrect distance = | ½(2,190 + 4,290) + 3×(72) |
| 14,400 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(4,290) + 3×(72 + 173) |
| 14,400 |
= = = 0.2000 = 20 cM Incorrect
MC 4289_8cd5
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene T is correlated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 117 |
| 2 | | | | | 119 |
| 3 | | | | | 4,200 |
| 4 | | | | | 185 |
| 5 | | | | | 5,208 |
| 6 | | | | | 13,571 |
| TOTAL = | 23,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes T and Y
distance = | ½(5,208) + 3×(117 + 185) |
| 23,400 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(4,200) + 3×(117 + 119) |
| 23,400 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(5,208) + 3×(185) |
| 23,400 |
= = = 0.1350 = 13.50 cM Incorrect distance = | ½(4,200 + 5,208) + 3×(117 + 119 + 185) |
| 23,400 |
= = = 0.2550 = 25.50 cM Incorrect distance = | ½(4,200 + 5,208) + 3×(119 + 185) |
| 23,400 |
= = = 0.2400 = 24 cM Correct
MC 90cf_5945
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is associated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene N is affiliated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene T is related to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 29 |
| 2 | | | | | 1,866 |
| 3 | | | | | 221 |
| 4 | | | | | 4,554 |
| 5 | | | | | 20 |
| 6 | | | | | 5,310 |
| TOTAL = | 12,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and T
distance = | ½(4,554) + 3×(221) |
| 12,000 |
= = = 0.2450 = 24.50 cM Incorrect distance = | ½(4,554) + 3×(29) |
| 12,000 |
= = = 0.1970 = 19.70 cM Incorrect distance = | ½(4,554) + 3×(20 + 221) |
| 12,000 |
= = = 0.2500 = 25 cM Correct distance = | ½(1,866 + 4,554) + 3×(29 + 221) |
| 12,000 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(1,866) + 3×(20 + 29) |
| 12,000 |
= = = 0.0900 = 9 cM Incorrect
MC 60a4_8eb7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 119 |
| 2 | | | | | 153 |
| 3 | | | | | 2,448 |
| 4 | | | | | 4,284 |
| 5 | | | | | 2,958 |
| 6 | | | | | 238 |
| TOTAL = | 10,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and H
distance = | ½(2,448) + 3×(119 + 153 + 238) |
| 10,200 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(2,958) + 3×(119 + 238) |
| 10,200 |
= = = 0.2500 = 25 cM Correct distance = | ½(2,958) + 3×(119) |
| 10,200 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(2,958) + 3×(153) |
| 10,200 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(2,958) + 3×(153 + 238) |
| 10,200 |
= = = 0.2600 = 26 cM Incorrect
MC da8e_6003
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is affiliated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene J is analogous to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene Y is correlated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 37 |
| 2 | | | | | 2 |
| 3 | | | | | 1,098 |
| 4 | | | | | 94 |
| 5 | | | | | 8,094 |
| 6 | | | | | 12,875 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and Y
distance = | ½(1,098) + 3×(2 + 37) |
| 22,200 |
= = = 0.0300 = 3 cM Incorrect distance = | ½(1,098 + 8,094) + 3×(2 + 94) |
| 22,200 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(8,094) + 3×(37 + 94) |
| 22,200 |
= = = 0.2000 = 20 cM Correct distance = | ½(8,094) + 3×(94) |
| 22,200 |
= = = 0.1950 = 19.50 cM Incorrect distance = | ½(1,098) + 3×(2) |
| 22,200 |
= = = 0.0250 = 2.50 cM Incorrect
MC ad86_fad8
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is related to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene C is connected with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene Y is analogous to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 51 |
| 2 | | | | | 60 |
| 3 | | | | | 1,170 |
| 4 | | | | | 2,450 |
| 5 | | | | | 1,296 |
| 6 | | | | | 73 |
| TOTAL = | 5,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and Y
distance = | ½(1,170) + 3×(51 + 60) |
| 5,100 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(1,296) + 3×(73) |
| 5,100 |
= = = 0.1700 = 17 cM Incorrect distance = | ½(1,170 + 1,296) + 3×(51 + 60 + 73) |
| 5,100 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(1,170) + 3×(60) |
| 5,100 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(1,170 + 1,296) + 3×(60 + 73) |
| 5,100 |
= = = 0.3200 = 32 cM Correct
MC 1580_04c9
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene P is correlated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene T is connected with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 77 |
| 2 | | | | | 11,548 |
| 3 | | | | | 4,326 |
| 4 | | | | | 6,672 |
| 5 | | | | | 126 |
| 6 | | | | | 351 |
| TOTAL = | 23,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and P
distance = | ½(4,326) + 3×(126) |
| 23,100 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(4,326 + 6,672) + 3×(77 + 126 + 351) |
| 23,100 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(4,326 + 6,672) + 3×(126 + 351) |
| 23,100 |
= = = 0.3000 = 30 cM Correct distance = | ½(6,672) + 3×(351) |
| 23,100 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(4,326) + 3×(77 + 126) |
| 23,100 |
= = = 0.1200 = 12 cM Incorrect
MC 196b_fbaa
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is linked with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is analogous to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 212 |
| 2 | | | | | 3,858 |
| 3 | | | | | 6,550 |
| 4 | | | | | 2,646 |
| 5 | | | | | 99 |
| 6 | | | | | 135 |
| TOTAL = | 13,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and Y
distance = | ½(2,646) + 3×(99 + 135) |
| 13,500 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,646 + 3,858) + 3×(99 + 135 + 212) |
| 13,500 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(2,646 + 3,858) + 3×(99 + 212) |
| 13,500 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(2,646) + 3×(99) |
| 13,500 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(3,858) + 3×(135 + 212) |
| 13,500 |
= = = 0.2200 = 22 cM Correct
MC 5f8a_7617
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene T is correlated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 39 |
| 2 | | | | | 58 |
| 3 | | | | | 3,162 |
| 4 | | | | | 16,145 |
| 5 | | | | | 3,906 |
| 6 | | | | | 90 |
| TOTAL = | 23,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and W
distance = | ½(3,162) + 3×(58) |
| 23,400 |
= = = 0.0750 = 7.50 cM Incorrect distance = | ½(3,162) + 3×(39 + 58) |
| 23,400 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(3,906) + 3×(90) |
| 23,400 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(3,162 + 3,906) + 3×(58 + 90) |
| 23,400 |
= = = 0.1700 = 17 cM Correct distance = | ½(3,906) + 3×(39 + 90) |
| 23,400 |
= = = 0.1000 = 10 cM Incorrect
MC 8973_1d3c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is linked with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene X is analogous to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is analogous to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 10 |
| 2 | | | | | 2,196 |
| 3 | | | | | 94 |
| 4 | | | | | 13,609 |
| 5 | | | | | 12,042 |
| 6 | | | | | 249 |
| TOTAL = | 28,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and X
distance = | ½(2,196) + 3×(10) |
| 28,200 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(12,042) + 3×(94 + 249) |
| 28,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,196 + 12,042) + 3×(10 + 94 + 249) |
| 28,200 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(2,196) + 3×(10 + 94) |
| 28,200 |
= = = 0.0500 = 5 cM Correct distance = | ½(12,042) + 3×(249) |
| 28,200 |
= = = 0.2400 = 24 cM Incorrect
MC c8c2_2661
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is correlated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 48 |
| 2 | | | | | 20,737 |
| 3 | | | | | 2,970 |
| 4 | | | | | 4,920 |
| 5 | | | | | 33 |
| 6 | | | | | 92 |
| TOTAL = | 28,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and Y
distance = | ½(4,920) + 3×(92) |
| 28,800 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(4,920) + 3×(48 + 92) |
| 28,800 |
= = = 0.1000 = 10 cM Correct distance = | ½(2,970) + 3×(33 + 48) |
| 28,800 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(2,970) + 3×(33) |
| 28,800 |
= = = 0.0550 = 5.50 cM Incorrect distance = | ½(2,970 + 4,920) + 3×(33 + 92) |
| 28,800 |
= = = 0.1500 = 15 cM Incorrect
MC 760c_1198
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene W is correlated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene Y is linked with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 379 |
| 2 | | | | | 4,614 |
| 3 | | | | | 293 |
| 4 | | | | | 4,122 |
| 5 | | | | | 7,140 |
| 6 | | | | | 252 |
| TOTAL = | 16,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and Y
distance = | ½(4,122 + 4,614) + 3×(293 + 379) |
| 16,800 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(4,614) + 3×(252 + 379) |
| 16,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(4,122) + 3×(293) |
| 16,800 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(4,122) + 3×(252 + 293) |
| 16,800 |
= = = 0.2200 = 22 cM Correct distance = | ½(4,122 + 4,614) + 3×(252 + 293 + 379) |
| 16,800 |
= = = 0.4250 = 42.50 cM Incorrect
MC 5986_78b9
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is associated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is analogous to the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene M is associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 67 |
| 2 | | | | | 3,000 |
| 3 | | | | | 126 |
| 4 | | | | | 223 |
| 5 | | | | | 5,466 |
| 6 | | | | | 10,018 |
| TOTAL = | 18,900 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and M
distance = | ½(3,000 + 5,466) + 3×(67 + 223) |
| 18,900 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(3,000) + 3×(67) |
| 18,900 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(5,466) + 3×(223) |
| 18,900 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(5,466) + 3×(126 + 223) |
| 18,900 |
= = = 0.2000 = 20 cM Correct distance = | ½(3,000 + 5,466) + 3×(67 + 126 + 223) |
| 18,900 |
= = = 0.2900 = 29 cM Incorrect
MC 996c_c6c8
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is linked with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene D is linked with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene H is analogous to the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 212 |
| 2 | | | | | 8,874 |
| 3 | | | | | 19 |
| 4 | | | | | 2,556 |
| 5 | | | | | 14,950 |
| 6 | | | | | 89 |
| TOTAL = | 26,700 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and H
distance = | ½(2,556) + 3×(19) |
| 26,700 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(8,874) + 3×(89 + 212) |
| 26,700 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(2,556) + 3×(19 + 89) |
| 26,700 |
= = = 0.0600 = 6 cM Correct distance = | ½(8,874) + 3×(212) |
| 26,700 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(2,556 + 8,874) + 3×(19 + 212) |
| 26,700 |
= = = 0.2400 = 24 cM Incorrect
MC 4ce5_c4c4
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene J is linked with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene T is analogous to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 116 |
| 2 | | | | | 2,262 |
| 3 | | | | | 119 |
| 4 | | | | | 4,437 |
| 5 | | | | | 3,042 |
| 6 | | | | | 224 |
| TOTAL = | 10,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and T
distance = | ½(2,262 + 3,042) + 3×(116 + 224) |
| 10,200 |
= = = 0.3600 = 36 cM Correct distance = | ½(2,262 + 3,042) + 3×(119) |
| 10,200 |
= = = 0.2950 = 29.50 cM Incorrect distance = | ½(2,262) + 3×(116 + 119) |
| 10,200 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(2,262) + 3×(116) |
| 10,200 |
= = = 0.1450 = 14.50 cM Incorrect distance = | ½(3,042) + 3×(119 + 224) |
| 10,200 |
= = = 0.2500 = 25 cM Incorrect
MC 797b_a3bb
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene X is related to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 229 |
| 2 | | | | | 5,592 |
| 3 | | | | | 129 |
| 4 | | | | | 11,737 |
| 5 | | | | | 7,620 |
| 6 | | | | | 493 |
| TOTAL = | 25,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and X
distance = | ½(5,592 + 7,620) + 3×(129 + 229 + 493) |
| 25,800 |
= = = 0.3550 = 35.50 cM Incorrect distance = | ½(5,592) + 3×(129 + 229) |
| 25,800 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(5,592 + 7,620) + 3×(229 + 493) |
| 25,800 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(5,592) + 3×(229) |
| 25,800 |
= = = 0.1350 = 13.50 cM Incorrect distance = | ½(7,620) + 3×(129 + 493) |
| 25,800 |
= = = 0.2200 = 22 cM Correct
MC 4ba5_30d7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene F is associated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 238 |
| 2 | | | | | 5,982 |
| 3 | | | | | 10,335 |
| 4 | | | | | 2,832 |
| 5 | | | | | 65 |
| 6 | | | | | 48 |
| TOTAL = | 19,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and F
distance = | ½(2,832) + 3×(48 + 65) |
| 19,500 |
= = = 0.0900 = 9 cM Correct distance = | ½(2,832 + 5,982) + 3×(48 + 238) |
| 19,500 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(5,982) + 3×(238) |
| 19,500 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(5,982) + 3×(65 + 238) |
| 19,500 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(2,832) + 3×(48) |
| 19,500 |
= = = 0.0800 = 8 cM Incorrect
MC 53ae_0536
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is affiliated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene J is connected with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 299 |
| 2 | | | | | 7,626 |
| 3 | | | | | 12,010 |
| 4 | | | | | 3,396 |
| 5 | | | | | 62 |
| 6 | | | | | 157 |
| TOTAL = | 23,550 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and J
distance = | ½(3,396 + 7,626) + 3×(62 + 157 + 299) |
| 23,550 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(7,626) + 3×(157 + 299) |
| 23,550 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(7,626) + 3×(299) |
| 23,550 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(3,396) + 3×(62 + 157) |
| 23,550 |
= = = 0.1000 = 10 cM Correct distance = | ½(3,396 + 7,626) + 3×(62 + 299) |
| 23,550 |
= = = 0.2800 = 28 cM Incorrect
MC d127_30fc
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is correlated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene F is analogous to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene T is correlated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 163 |
| 2 | | | | | 2,622 |
| 3 | | | | | 37 |
| 4 | | | | | 1,428 |
| 5 | | | | | 3,225 |
| 6 | | | | | 25 |
| TOTAL = | 7,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and T
distance = | ½(1,428 + 2,622) + 3×(25) |
| 7,500 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(1,428) + 3×(25 + 37) |
| 7,500 |
= = = 0.1200 = 12 cM Correct distance = | ½(2,622) + 3×(25 + 163) |
| 7,500 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,428 + 2,622) + 3×(37 + 163) |
| 7,500 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(2,622) + 3×(163) |
| 7,500 |
= = = 0.2400 = 24 cM Incorrect
MC f7cc_707a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is connected with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 86 |
| 2 | | | | | 33 |
| 3 | | | | | 1,866 |
| 4 | | | | | 6,194 |
| 5 | | | | | 4,530 |
| 6 | | | | | 191 |
| TOTAL = | 12,900 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and W
distance = | ½(4,530) + 3×(86 + 191) |
| 12,900 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(1,866 + 4,530) + 3×(33 + 86 + 191) |
| 12,900 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(1,866) + 3×(33) |
| 12,900 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(4,530) + 3×(191) |
| 12,900 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(1,866 + 4,530) + 3×(33 + 191) |
| 12,900 |
= = = 0.3000 = 30 cM Correct
MC 5a93_8902
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is analogous to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene T is analogous to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is affiliated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 105 |
| 2 | | | | | 5,364 |
| 3 | | | | | 14,761 |
| 4 | | | | | 1,920 |
| 5 | | | | | 37 |
| 6 | | | | | 13 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes T and W
distance = | ½(1,920 + 5,364) + 3×(13 + 37 + 105) |
| 22,200 |
= = = 0.1850 = 18.50 cM Incorrect distance = | ½(1,920) + 3×(13 + 37) |
| 22,200 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,920) + 3×(13) |
| 22,200 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(5,364) + 3×(37 + 105) |
| 22,200 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(1,920 + 5,364) + 3×(13 + 105) |
| 22,200 |
= = = 0.1800 = 18 cM Correct
MC baad_7fc6
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is affiliated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene T is affiliated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 26 |
| 2 | | | | | 9,827 |
| 3 | | | | | 2,568 |
| 4 | | | | | 3,018 |
| 5 | | | | | 66 |
| 6 | | | | | 95 |
| TOTAL = | 15,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and T
distance = | ½(2,568 + 3,018) + 3×(26 + 66 + 95) |
| 15,600 |
= = = 0.2150 = 21.50 cM Incorrect distance = | ½(2,568) + 3×(26 + 66) |
| 15,600 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(3,018) + 3×(26 + 95) |
| 15,600 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(2,568 + 3,018) + 3×(66 + 95) |
| 15,600 |
= = = 0.2100 = 21 cM Correct distance = | ½(3,018) + 3×(95) |
| 15,600 |
= = = 0.1150 = 11.50 cM Incorrect
MC ba6a_92d4
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is connected with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene T is connected with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 184 |
| 2 | | | | | 251 |
| 3 | | | | | 3,462 |
| 4 | | | | | 5,727 |
| 5 | | | | | 3,852 |
| 6 | | | | | 324 |
| TOTAL = | 13,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and T
distance = | ½(3,852) + 3×(184 + 324) |
| 13,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,462) + 3×(251) |
| 13,800 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(3,462 + 3,852) + 3×(251 + 324) |
| 13,800 |
= = = 0.3900 = 39 cM Correct distance = | ½(3,852) + 3×(324) |
| 13,800 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(3,462 + 3,852) + 3×(184 + 251 + 324) |
| 13,800 |
= = = 0.4300 = 43 cM Incorrect
MC 1ded_7f13
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is affiliated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene F is related to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 97 |
| 2 | | | | | 1,578 |
| 3 | | | | | 79 |
| 4 | | | | | 1,446 |
| 5 | | | | | 2,760 |
| 6 | | | | | 40 |
| TOTAL = | 6,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and F
distance = | ½(1,578) + 3×(97) |
| 6,000 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(1,446 + 1,578) + 3×(79 + 97) |
| 6,000 |
= = = 0.3400 = 34 cM Correct distance = | ½(1,578) + 3×(40 + 97) |
| 6,000 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,446 + 1,578) + 3×(40 + 79 + 97) |
| 6,000 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(1,446) + 3×(79) |
| 6,000 |
= = = 0.1600 = 16 cM Incorrect
MC 93d2_441b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is affiliated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene E is linked with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 112 |
| 2 | | | | | 3,000 |
| 3 | | | | | 153 |
| 4 | | | | | 7,039 |
| 5 | | | | | 4,710 |
| 6 | | | | | 286 |
| TOTAL = | 15,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and F
distance = | ½(3,000 + 4,710) + 3×(112 + 153 + 286) |
| 15,300 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(4,710) + 3×(286) |
| 15,300 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(3,000 + 4,710) + 3×(112 + 286) |
| 15,300 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(4,710) + 3×(153 + 286) |
| 15,300 |
= = = 0.2400 = 24 cM Correct distance = | ½(3,000) + 3×(112 + 153) |
| 15,300 |
= = = 0.1500 = 15 cM Incorrect
MC 16d0_3364
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is affiliated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene P is related to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene T is connected with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 81 |
| 2 | | | | | 2,394 |
| 3 | | | | | 80 |
| 4 | | | | | 259 |
| 5 | | | | | 3,966 |
| 6 | | | | | 5,220 |
| TOTAL = | 12,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and T
distance = | ½(2,394 + 3,966) + 3×(80 + 81 + 259) |
| 12,000 |
= = = 0.3700 = 37 cM Incorrect distance = | ½(3,966) + 3×(80 + 259) |
| 12,000 |
= = = 0.2500 = 25 cM Correct distance = | ½(2,394) + 3×(80 + 81) |
| 12,000 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(2,394) + 3×(81) |
| 12,000 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(2,394 + 3,966) + 3×(81 + 259) |
| 12,000 |
= = = 0.3500 = 35 cM Incorrect
MC 83fa_af01
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is associated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 11 |
| 2 | | | | | 1,716 |
| 3 | | | | | 33 |
| 4 | | | | | 12,472 |
| 5 | | | | | 5,454 |
| 6 | | | | | 114 |
| TOTAL = | 19,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and P
distance = | ½(1,716 + 5,454) + 3×(11 + 114) |
| 19,800 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,716) + 3×(11 + 33) |
| 19,800 |
= = = 0.0500 = 5 cM Correct distance = | ½(5,454) + 3×(33 + 114) |
| 19,800 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(1,716) + 3×(11) |
| 19,800 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(5,454) + 3×(114) |
| 19,800 |
= = = 0.1550 = 15.50 cM Incorrect
MC 9513_4a5f
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is connected with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene N is affiliated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene Y is associated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 80 |
| 2 | | | | | 2,796 |
| 3 | | | | | 7 |
| 4 | | | | | 882 |
| 5 | | | | | 4,621 |
| 6 | | | | | 14 |
| TOTAL = | 8,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and Y
distance = | ½(882) + 3×(7 + 14) |
| 8,400 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(882 + 2,796) + 3×(7 + 80) |
| 8,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,796) + 3×(14 + 80) |
| 8,400 |
= = = 0.2000 = 20 cM Correct distance = | ½(2,796) + 3×(80) |
| 8,400 |
= = = 0.1950 = 19.50 cM Incorrect distance = | ½(882 + 2,796) + 3×(7 + 14 + 80) |
| 8,400 |
= = = 0.2550 = 25.50 cM Incorrect
MC 991b_c8e7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is related to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene H is correlated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene W is affiliated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 70 |
| 2 | | | | | 2,616 |
| 3 | | | | | 22 |
| 4 | | | | | 5,544 |
| 5 | | | | | 4,644 |
| 6 | | | | | 304 |
| TOTAL = | 13,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and W
distance = | ½(2,616 + 4,644) + 3×(70 + 304) |
| 13,200 |
= = = 0.3600 = 36 cM Correct distance = | ½(2,616 + 4,644) + 3×(22 + 70 + 304) |
| 13,200 |
= = = 0.3650 = 36.50 cM Incorrect distance = | ½(4,644) + 3×(22 + 304) |
| 13,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,616) + 3×(22 + 70) |
| 13,200 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(2,616 + 4,644) + 3×(22) |
| 13,200 |
= = = 0.2800 = 28 cM Incorrect
MC ab55_5fac
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is linked with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene M is connected with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 486 |
| 2 | | | | | 10,338 |
| 3 | | | | | 12,831 |
| 4 | | | | | 4,326 |
| 5 | | | | | 141 |
| 6 | | | | | 78 |
| TOTAL = | 28,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and M
distance = | ½(10,338) + 3×(486) |
| 28,200 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(4,326 + 10,338) + 3×(78 + 486) |
| 28,200 |
= = = 0.3200 = 32 cM Correct distance = | ½(4,326) + 3×(78) |
| 28,200 |
= = = 0.0850 = 8.50 cM Incorrect distance = | ½(10,338) + 3×(141 + 486) |
| 28,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(4,326) + 3×(78 + 141) |
| 28,200 |
= = = 0.1000 = 10 cM Incorrect
MC 6139_8e98
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is related to the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene J is linked with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene N is linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 27 |
| 2 | | | | | 4,048 |
| 3 | | | | | 1,518 |
| 4 | | | | | 2,340 |
| 5 | | | | | 44 |
| 6 | | | | | 123 |
| TOTAL = | 8,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and J
distance = | ½(1,518 + 2,340) + 3×(44 + 123) |
| 8,100 |
= = = 0.3000 = 30 cM Correct distance = | ½(2,340) + 3×(27 + 123) |
| 8,100 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,518) + 3×(44) |
| 8,100 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(1,518 + 2,340) + 3×(27 + 44 + 123) |
| 8,100 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(2,340) + 3×(123) |
| 8,100 |
= = = 0.1900 = 19 cM Incorrect
MC 25e5_40bf
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is connected with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 26 |
| 2 | | | | | 1,044 |
| 3 | | | | | 114 |
| 4 | | | | | 2,076 |
| 5 | | | | | 40 |
| 6 | | | | | 2,700 |
| TOTAL = | 6,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and H
distance = | ½(2,076) + 3×(40 + 114) |
| 6,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,076) + 3×(114) |
| 6,000 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(1,044) + 3×(26) |
| 6,000 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(1,044 + 2,076) + 3×(40) |
| 6,000 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(1,044 + 2,076) + 3×(26 + 114) |
| 6,000 |
= = = 0.3300 = 33 cM Correct
MC 587d_1409
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is analogous to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene N is associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is analogous to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 22 |
| 2 | | | | | 834 |
| 3 | | | | | 97 |
| 4 | | | | | 1,476 |
| 5 | | | | | 7 |
| 6 | | | | | 1,764 |
| TOTAL = | 4,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and W
distance = | ½(834 + 1,476) + 3×(7) |
| 4,200 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(1,476) + 3×(97) |
| 4,200 |
= = = 0.2450 = 24.50 cM Incorrect distance = | ½(834) + 3×(7 + 22) |
| 4,200 |
= = = 0.1200 = 12 cM Correct distance = | ½(1,476) + 3×(7 + 97) |
| 4,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(834 + 1,476) + 3×(22 + 97) |
| 4,200 |
= = = 0.3600 = 36 cM Incorrect
MC 71a4_783b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene K is affiliated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene Y is analogous to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 110 |
| 2 | | | | | 2,742 |
| 3 | | | | | 63 |
| 4 | | | | | 281 |
| 5 | | | | | 3,984 |
| 6 | | | | | 5,420 |
| TOTAL = | 12,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and K
distance = | ½(2,742 + 3,984) + 3×(63 + 110 + 281) |
| 12,600 |
= = = 0.3750 = 37.50 cM Incorrect distance = | ½(2,742) + 3×(63 + 110) |
| 12,600 |
= = = 0.1500 = 15 cM Correct distance = | ½(3,984) + 3×(63 + 281) |
| 12,600 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(2,742 + 3,984) + 3×(110 + 281) |
| 12,600 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(3,984) + 3×(281) |
| 12,600 |
= = = 0.2250 = 22.50 cM Incorrect
MC 86ed_13d7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene T is analogous to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 90 |
| 2 | | | | | 111 |
| 3 | | | | | 2,844 |
| 4 | | | | | 5,940 |
| 5 | | | | | 4,230 |
| 6 | | | | | 285 |
| TOTAL = | 13,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and T
distance = | ½(2,844 + 4,230) + 3×(90 + 111 + 285) |
| 13,500 |
= = = 0.3700 = 37 cM Incorrect distance = | ½(4,230) + 3×(90 + 285) |
| 13,500 |
= = = 0.2400 = 24 cM Correct distance = | ½(2,844 + 4,230) + 3×(111 + 285) |
| 13,500 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(4,230) + 3×(285) |
| 13,500 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(2,844) + 3×(90 + 111) |
| 13,500 |
= = = 0.1500 = 15 cM Incorrect
MC 02ad_946e
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene Y is affiliated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 204 |
| 2 | | | | | 5,472 |
| 3 | | | | | 438 |
| 4 | | | | | 7,974 |
| 5 | | | | | 279 |
| 6 | | | | | 13,533 |
| TOTAL = | 27,900 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and M
distance = | ½(5,472 + 7,974) + 3×(204 + 438) |
| 27,900 |
= = = 0.3100 = 31 cM Correct distance = | ½(5,472 + 7,974) + 3×(204 + 279 + 438) |
| 27,900 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(7,974) + 3×(438) |
| 27,900 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(5,472) + 3×(204) |
| 27,900 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(5,472) + 3×(204 + 279) |
| 27,900 |
= = = 0.1500 = 15 cM Incorrect
MC a2a6_929c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is affiliated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene M is analogous to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 80 |
| 2 | | | | | 3,282 |
| 3 | | | | | 148 |
| 4 | | | | | 4,458 |
| 5 | | | | | 99 |
| 6 | | | | | 11,733 |
| TOTAL = | 19,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and H
distance = | ½(3,282) + 3×(80 + 99) |
| 19,800 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(3,282 + 4,458) + 3×(80 + 148) |
| 19,800 |
= = = 0.2300 = 23 cM Correct distance = | ½(3,282) + 3×(80) |
| 19,800 |
= = = 0.0950 = 9.50 cM Incorrect distance = | ½(4,458) + 3×(99 + 148) |
| 19,800 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(4,458) + 3×(148) |
| 19,800 |
= = = 0.1350 = 13.50 cM Incorrect
MC c385_22b1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 132 |
| 2 | | | | | 134 |
| 3 | | | | | 3,948 |
| 4 | | | | | 427 |
| 5 | | | | | 6,546 |
| 6 | | | | | 8,613 |
| TOTAL = | 19,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and R
distance = | ½(6,546) + 3×(427) |
| 19,800 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(3,948) + 3×(132 + 134) |
| 19,800 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(6,546) + 3×(132 + 427) |
| 19,800 |
= = = 0.2500 = 25 cM Correct distance = | ½(3,948 + 6,546) + 3×(134 + 427) |
| 19,800 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(3,948 + 6,546) + 3×(132 + 134 + 427) |
| 19,800 |
= = = 0.3700 = 37 cM Incorrect
MC 0e46_15bb
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is associated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene P is linked with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene Y is linked with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 84 |
| 2 | | | | | 9 |
| 3 | | | | | 1,962 |
| 4 | | | | | 12,159 |
| 5 | | | | | 10,764 |
| 6 | | | | | 222 |
| TOTAL = | 25,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and Y
distance = | ½(1,962) + 3×(9) |
| 25,200 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(1,962) + 3×(9 + 84) |
| 25,200 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,962 + 10,764) + 3×(9 + 222) |
| 25,200 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(10,764) + 3×(222) |
| 25,200 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(10,764) + 3×(84 + 222) |
| 25,200 |
= = = 0.2500 = 25 cM Correct
MC 7bdf_9acb
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is connected with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene X is associated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 38 |
| 2 | | | | | 1,242 |
| 3 | | | | | 2 |
| 4 | | | | | 318 |
| 5 | | | | | 1,395 |
| 6 | | | | | 5 |
| TOTAL = | 3,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and X
distance = | ½(318) + 3×(2 + 5) |
| 3,000 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(318 + 1,242) + 3×(5) |
| 3,000 |
= = = 0.2650 = 26.50 cM Incorrect distance = | ½(1,242) + 3×(2 + 5) |
| 3,000 |
= = = 0.2140 = 21.40 cM Incorrect distance = | ½(1,242) + 3×(5 + 38) |
| 3,000 |
= = = 0.2500 = 25 cM Correct distance = | ½(318 + 1,242) + 3×(2 + 38) |
| 3,000 |
= = = 0.3000 = 30 cM Incorrect
MC a8ea_3712
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is linked with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene N is associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 38 |
| 2 | | | | | 15 |
| 3 | | | | | 822 |
| 4 | | | | | 84 |
| 5 | | | | | 2,004 |
| 6 | | | | | 2,737 |
| TOTAL = | 5,700 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and N
distance = | ½(822) + 3×(15 + 38) |
| 5,700 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(822 + 2,004) + 3×(15 + 84) |
| 5,700 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(2,004) + 3×(38 + 84) |
| 5,700 |
= = = 0.2400 = 24 cM Correct distance = | ½(822) + 3×(15) |
| 5,700 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(2,004) + 3×(84) |
| 5,700 |
= = = 0.2200 = 22 cM Incorrect
MC 770e_7009
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene E is related to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 102 |
| 2 | | | | | 178 |
| 3 | | | | | 4,440 |
| 4 | | | | | 454 |
| 5 | | | | | 6,456 |
| 6 | | | | | 8,770 |
| TOTAL = | 20,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and C
distance = | ½(4,440 + 6,456) + 3×(178 + 454) |
| 20,400 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(6,456) + 3×(454) |
| 20,400 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(4,440) + 3×(178) |
| 20,400 |
= = = 0.1350 = 13.50 cM Incorrect distance = | ½(4,440) + 3×(102 + 178) |
| 20,400 |
= = = 0.1500 = 15 cM Correct distance = | ½(6,456) + 3×(102 + 454) |
| 20,400 |
= = = 0.2400 = 24 cM Incorrect
MC 1e73_883c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is correlated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene D is correlated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene J is linked with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 6 |
| 2 | | | | | 426 |
| 3 | | | | | 36 |
| 4 | | | | | 1,038 |
| 5 | | | | | 11 |
| 6 | | | | | 1,783 |
| TOTAL = | 3,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and D
distance = | ½(426 + 1,038) + 3×(6 + 11 + 36) |
| 3,300 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(426 + 1,038) + 3×(6 + 36) |
| 3,300 |
= = = 0.2600 = 26 cM Correct distance = | ½(426) + 3×(6 + 11) |
| 3,300 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(1,038) + 3×(36) |
| 3,300 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(426) + 3×(6) |
| 3,300 |
= = = 0.0700 = 7 cM Incorrect
MC fa23_f7e0
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene T is affiliated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene Y is connected with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 230 |
| 2 | | | | | 3,948 |
| 3 | | | | | 130 |
| 4 | | | | | 3,108 |
| 5 | | | | | 6,912 |
| 6 | | | | | 72 |
| TOTAL = | 14,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes T and Y
distance = | ½(3,108 + 3,948) + 3×(72 + 130 + 230) |
| 14,400 |
= = = 0.3350 = 33.50 cM Incorrect distance = | ½(3,108 + 3,948) + 3×(130 + 230) |
| 14,400 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(3,108) + 3×(72 + 130) |
| 14,400 |
= = = 0.1500 = 15 cM Correct distance = | ½(3,948) + 3×(72 + 230) |
| 14,400 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(3,108 + 3,948) + 3×(72) |
| 14,400 |
= = = 0.2600 = 26 cM Incorrect
MC 6e63_585e
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene M is correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene N is connected with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 188 |
| 2 | | | | | 4,584 |
| 3 | | | | | 9,238 |
| 4 | | | | | 2,676 |
| 5 | | | | | 56 |
| 6 | | | | | 58 |
| TOTAL = | 16,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes M and N
distance = | ½(2,676 + 4,584) + 3×(58 + 188) |
| 16,800 |
= = = 0.2600 = 26 cM Correct distance = | ½(2,676) + 3×(56 + 58) |
| 16,800 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,676 + 4,584) + 3×(56 + 58 + 188) |
| 16,800 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(2,676) + 3×(58) |
| 16,800 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(4,584) + 3×(188) |
| 16,800 |
= = = 0.1700 = 17 cM Incorrect
MC 3a97_7b65
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is correlated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 197 |
| 2 | | | | | 4,380 |
| 3 | | | | | 8,035 |
| 4 | | | | | 2,664 |
| 5 | | | | | 103 |
| 6 | | | | | 71 |
| TOTAL = | 15,450 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and M
distance = | ½(2,664) + 3×(71 + 103) |
| 15,450 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(2,664 + 4,380) + 3×(71 + 103 + 197) |
| 15,450 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(4,380) + 3×(197) |
| 15,450 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(2,664 + 4,380) + 3×(71 + 197) |
| 15,450 |
= = = 0.2800 = 28 cM Correct distance = | ½(2,664) + 3×(71) |
| 15,450 |
= = = 0.1000 = 10 cM Incorrect
MC c47e_65cd
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is linked with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 500 |
| 2 | | | | | 6,102 |
| 3 | | | | | 9,435 |
| 4 | | | | | 5,442 |
| 5 | | | | | 333 |
| 6 | | | | | 388 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and K
distance = | ½(5,442 + 6,102) + 3×(388 + 500) |
| 22,200 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(6,102) + 3×(333 + 500) |
| 22,200 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(5,442) + 3×(388) |
| 22,200 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(5,442) + 3×(333 + 388) |
| 22,200 |
= = = 0.2200 = 22 cM Correct distance = | ½(5,442 + 6,102) + 3×(333) |
| 22,200 |
= = = 0.3050 = 30.50 cM Incorrect
MC 569b_d9d3
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is related to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene N is connected with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 100 |
| 2 | | | | | 4,104 |
| 3 | | | | | 4 |
| 4 | | | | | 840 |
| 5 | | | | | 4,536 |
| 6 | | | | | 16 |
| TOTAL = | 9,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and N
distance = | ½(840 + 4,104) + 3×(4 + 100) |
| 9,600 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(840) + 3×(16 + 100) |
| 9,600 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(4,104) + 3×(4 + 16) |
| 9,600 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(840) + 3×(4 + 16) |
| 9,600 |
= = = 0.0500 = 5 cM Correct distance = | ½(4,104) + 3×(16 + 100) |
| 9,600 |
= = = 0.2500 = 25 cM Incorrect
MC e3f5_f1e0
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene E is analogous to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene W is linked with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 500 |
| 2 | | | | | 7,764 |
| 3 | | | | | 12,696 |
| 4 | | | | | 6,312 |
| 5 | | | | | 282 |
| 6 | | | | | 46 |
| TOTAL = | 27,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and W
distance = | ½(7,764) + 3×(46 + 500) |
| 27,600 |
= = = 0.2000 = 20 cM Correct distance = | ½(6,312 + 7,764) + 3×(282 + 500) |
| 27,600 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(6,312 + 7,764) + 3×(46) |
| 27,600 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(7,764) + 3×(500) |
| 27,600 |
= = = 0.1950 = 19.50 cM Incorrect distance = | ½(6,312) + 3×(46 + 282) |
| 27,600 |
= = = 0.1500 = 15 cM Incorrect
MC b294_865a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is associated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene H is related to the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene R is related to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 117 |
| 2 | | | | | 5,736 |
| 3 | | | | | 13 |
| 4 | | | | | 1,920 |
| 5 | | | | | 14,377 |
| 6 | | | | | 37 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and H
distance = | ½(1,920 + 5,736) + 3×(13 + 117) |
| 22,200 |
= = = 0.1900 = 19 cM Correct distance = | ½(5,736) + 3×(37 + 117) |
| 22,200 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(5,736) + 3×(117) |
| 22,200 |
= = = 0.1450 = 14.50 cM Incorrect distance = | ½(1,920) + 3×(13 + 37) |
| 22,200 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(1,920 + 5,736) + 3×(13 + 37 + 117) |
| 22,200 |
= = = 0.1950 = 19.50 cM Incorrect
MC 05fe_4579
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is linked with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene B is connected with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene X is associated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 54 |
| 2 | | | | | 31 |
| 3 | | | | | 2,082 |
| 4 | | | | | 109 |
| 5 | | | | | 3,882 |
| 6 | | | | | 10,042 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and X
distance = | ½(3,882) + 3×(109) |
| 16,200 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(3,882) + 3×(54 + 109) |
| 16,200 |
= = = 0.1500 = 15 cM Correct distance = | ½(2,082 + 3,882) + 3×(31 + 54 + 109) |
| 16,200 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(2,082) + 3×(31 + 54) |
| 16,200 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(2,082) + 3×(31) |
| 16,200 |
= = = 0.0700 = 7 cM Incorrect
MC 9ea3_c4d1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene J is analogous to the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 17 |
| 2 | | | | | 5 |
| 3 | | | | | 888 |
| 4 | | | | | 5,354 |
| 5 | | | | | 3,846 |
| 6 | | | | | 90 |
| TOTAL = | 10,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and J
distance = | ½(3,846) + 3×(5) |
| 10,200 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(888) + 3×(90) |
| 10,200 |
= = = 0.0700 = 7 cM Incorrect distance = | ½(888) + 3×(5 + 17) |
| 10,200 |
= = = 0.0500 = 5 cM Correct distance = | ½(888 + 3,846) + 3×(5 + 90) |
| 10,200 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(3,846) + 3×(17 + 90) |
| 10,200 |
= = = 0.2200 = 22 cM Incorrect
MC 7399_4fac
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene M is connected with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene R is associated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 98 |
| 2 | | | | | 6,838 |
| 3 | | | | | 2,130 |
| 4 | | | | | 5,364 |
| 5 | | | | | 37 |
| 6 | | | | | 233 |
| TOTAL = | 14,700 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and M
distance = | ½(2,130 + 5,364) + 3×(37 + 233) |
| 14,700 |
= = = 0.3100 = 31 cM Correct distance = | ½(2,130) + 3×(37 + 98) |
| 14,700 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,130) + 3×(37) |
| 14,700 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(5,364) + 3×(37) |
| 14,700 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(5,364) + 3×(233) |
| 14,700 |
= = = 0.2300 = 23 cM Incorrect
MC becf_429c
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is related to the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene R is correlated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 98 |
| 2 | | | | | 1,356 |
| 3 | | | | | 127 |
| 4 | | | | | 1,506 |
| 5 | | | | | 72 |
| 6 | | | | | 2,241 |
| TOTAL = | 5,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and Y
distance = | ½(1,356) + 3×(72 + 98) |
| 5,400 |
= = = 0.2200 = 22 cM Correct distance = | ½(1,506) + 3×(72 + 127) |
| 5,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,506) + 3×(127) |
| 5,400 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(1,356 + 1,506) + 3×(72 + 98 + 127) |
| 5,400 |
= = = 0.4300 = 43 cM Incorrect distance = | ½(1,356) + 3×(98) |
| 5,400 |
= = = 0.1800 = 18 cM Incorrect
MC 0262_2076
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is related to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene E is associated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene Y is related to the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 40 |
| 2 | | | | | 2,208 |
| 3 | | | | | 72 |
| 4 | | | | | 248 |
| 5 | | | | | 5,280 |
| 6 | | | | | 6,552 |
| TOTAL = | 14,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and Y
distance = | ½(2,208 + 5,280) + 3×(40 + 72 + 248) |
| 14,400 |
= = = 0.3350 = 33.50 cM Incorrect distance = | ½(5,280) + 3×(248) |
| 14,400 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(2,208 + 5,280) + 3×(40 + 248) |
| 14,400 |
= = = 0.3200 = 32 cM Correct distance = | ½(5,280) + 3×(72 + 248) |
| 14,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,208) + 3×(40 + 72) |
| 14,400 |
= = = 0.1000 = 10 cM Incorrect
MC 8f19_f198
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is linked with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene H is connected with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene T is related to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 116 |
| 2 | | | | | 3,354 |
| 3 | | | | | 81 |
| 4 | | | | | 6,885 |
| 5 | | | | | 5,394 |
| 6 | | | | | 370 |
| TOTAL = | 16,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and T
distance = | ½(5,394) + 3×(81 + 370) |
| 16,200 |
= = = 0.2500 = 25 cM Correct distance = | ½(3,354 + 5,394) + 3×(81 + 116 + 370) |
| 16,200 |
= = = 0.3750 = 37.50 cM Incorrect distance = | ½(3,354 + 5,394) + 3×(81) |
| 16,200 |
= = = 0.2850 = 28.50 cM Incorrect distance = | ½(3,354 + 5,394) + 3×(116 + 370) |
| 16,200 |
= = = 0.3600 = 36 cM Incorrect distance = | ½(3,354) + 3×(81 + 116) |
| 16,200 |
= = = 0.1400 = 14 cM Incorrect
MC 6ec0_d48f
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene N is correlated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene R is linked with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 14 |
| 2 | | | | | 2,400 |
| 3 | | | | | 46 |
| 4 | | | | | 188 |
| 5 | | | | | 8,532 |
| 6 | | | | | 16,420 |
| TOTAL = | 27,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and R
distance = | ½(2,400) + 3×(14 + 46) |
| 27,600 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(2,400 + 8,532) + 3×(14 + 188) |
| 27,600 |
= = = 0.2200 = 22 cM Correct distance = | ½(8,532) + 3×(188) |
| 27,600 |
= = = 0.1750 = 17.50 cM Incorrect distance = | ½(8,532) + 3×(46 + 188) |
| 27,600 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(2,400) + 3×(14) |
| 27,600 |
= = = 0.0450 = 4.50 cM Incorrect
MC 468e_50ef
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is connected with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene B is correlated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene M is related to the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 30 |
| 2 | | | | | 3,735 |
| 3 | | | | | 1,932 |
| 4 | | | | | 3,018 |
| 5 | | | | | 68 |
| 6 | | | | | 217 |
| TOTAL = | 9,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and M
distance = | ½(3,018) + 3×(30 + 217) |
| 9,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,932) + 3×(30 + 68) |
| 9,000 |
= = = 0.1400 = 14 cM Correct distance = | ½(1,932 + 3,018) + 3×(30 + 68 + 217) |
| 9,000 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(1,932) + 3×(68) |
| 9,000 |
= = = 0.1300 = 13 cM Incorrect distance = | ½(1,932 + 3,018) + 3×(68 + 217) |
| 9,000 |
= = = 0.3700 = 37 cM Incorrect
MC 4953_5f70
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is analogous to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene N is connected with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is linked with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 41 |
| 2 | | | | | 9 |
| 3 | | | | | 1,176 |
| 4 | | | | | 6,890 |
| 5 | | | | | 4,086 |
| 6 | | | | | 98 |
| TOTAL = | 12,300 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and W
distance = | ½(1,176) + 3×(9 + 41) |
| 12,300 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(1,176 + 4,086) + 3×(9 + 98) |
| 12,300 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(1,176 + 4,086) + 3×(9 + 41 + 98) |
| 12,300 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,176) + 3×(9) |
| 12,300 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(4,086) + 3×(41 + 98) |
| 12,300 |
= = = 0.2000 = 20 cM Correct
MC 3201_7963
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is connected with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene W is affiliated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 21 |
| 2 | | | | | 53 |
| 3 | | | | | 2,328 |
| 4 | | | | | 273 |
| 5 | | | | | 4,536 |
| 6 | | | | | 5,389 |
| TOTAL = | 12,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and W
distance = | ½(2,328 + 4,536) + 3×(21 + 53) |
| 12,600 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(2,328) + 3×(53 + 273) |
| 12,600 |
= = = 0.1700 = 17 cM Incorrect distance = | ½(2,328 + 4,536) + 3×(53 + 273) |
| 12,600 |
= = = 0.3500 = 35 cM Correct distance = | ½(2,328) + 3×(21 + 53) |
| 12,600 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(4,536) + 3×(21 + 273) |
| 12,600 |
= = = 0.2500 = 25 cM Incorrect
MC 8a5d_bf13
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene X is connected with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 122 |
| 2 | | | | | 3,270 |
| 3 | | | | | 4,112 |
| 4 | | | | | 1,122 |
| 5 | | | | | 58 |
| 6 | | | | | 16 |
| TOTAL = | 8,700 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and X
distance = | ½(3,270) + 3×(58 + 122) |
| 8,700 |
= = = 0.2500 = 25 cM Correct distance = | ½(1,122) + 3×(16 + 58) |
| 8,700 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(3,270) + 3×(122) |
| 8,700 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(1,122 + 3,270) + 3×(16 + 122) |
| 8,700 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(1,122) + 3×(16) |
| 8,700 |
= = = 0.0700 = 7 cM Incorrect
MC d297_fea9
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene M is associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene T is related to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 30 |
| 2 | | | | | 1,008 |
| 3 | | | | | 82 |
| 4 | | | | | 1,560 |
| 5 | | | | | 18 |
| 6 | | | | | 2,702 |
| TOTAL = | 5,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and M
distance = | ½(1,008) + 3×(18 + 30) |
| 5,400 |
= = = 0.1200 = 12 cM Incorrect distance = | ½(1,560) + 3×(18 + 82) |
| 5,400 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,008 + 1,560) + 3×(30 + 82) |
| 5,400 |
= = = 0.3000 = 30 cM Correct distance = | ½(1,008) + 3×(30) |
| 5,400 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(1,008 + 1,560) + 3×(18 + 30 + 82) |
| 5,400 |
= = = 0.3100 = 31 cM Incorrect
MC 66e3_616b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene P is related to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene T is correlated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is linked with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 115 |
| 2 | | | | | 5,934 |
| 3 | | | | | 2,964 |
| 4 | | | | | 4,350 |
| 5 | | | | | 127 |
| 6 | | | | | 310 |
| TOTAL = | 13,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes T and W
distance = | ½(4,350) + 3×(310) |
| 13,800 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(4,350) + 3×(115 + 310) |
| 13,800 |
= = = 0.2500 = 25 cM Correct distance = | ½(2,964) + 3×(115 + 127) |
| 13,800 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(2,964 + 4,350) + 3×(115) |
| 13,800 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(2,964 + 4,350) + 3×(127 + 310) |
| 13,800 |
= = = 0.3600 = 36 cM Incorrect
MC 0a85_6f00
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is affiliated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is correlated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 87 |
| 2 | | | | | 4,308 |
| 3 | | | | | 5,250 |
| 4 | | | | | 816 |
| 5 | | | | | 35 |
| 6 | | | | | 4 |
| TOTAL = | 10,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and R
distance = | ½(816) + 3×(4 + 35) |
| 10,500 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(4,308) + 3×(35 + 87) |
| 10,500 |
= = = 0.2400 = 24 cM Correct distance = | ½(816) + 3×(4) |
| 10,500 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(816 + 4,308) + 3×(4 + 35 + 87) |
| 10,500 |
= = = 0.2800 = 28 cM Incorrect distance = | ½(4,308) + 3×(87) |
| 10,500 |
= = = 0.2300 = 23 cM Incorrect
MC e66d_8a8f
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene X is analogous to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
- Gene Y is affiliated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 101 |
| 2 | | | | | 4,752 |
| 3 | | | | | 19,879 |
| 4 | | | | | 3,372 |
| 5 | | | | | 49 |
| 6 | | | | | 47 |
| TOTAL = | 28,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and X
distance = | ½(3,372 + 4,752) + 3×(49 + 101) |
| 28,200 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(3,372) + 3×(49) |
| 28,200 |
= = = 0.0650 = 6.50 cM Incorrect distance = | ½(3,372 + 4,752) + 3×(47 + 49 + 101) |
| 28,200 |
= = = 0.1650 = 16.50 cM Incorrect distance = | ½(3,372) + 3×(47 + 49) |
| 28,200 |
= = = 0.0700 = 7 cM Correct distance = | ½(4,752) + 3×(47 + 101) |
| 28,200 |
= = = 0.1000 = 10 cM Incorrect
MC 186c_2538
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is correlated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene X is affiliated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 44 |
| 2 | | | | | 3,264 |
| 3 | | | | | 84 |
| 4 | | | | | 275 |
| 5 | | | | | 7,926 |
| 6 | | | | | 13,607 |
| TOTAL = | 25,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and R
distance = | ½(3,264 + 7,926) + 3×(44 + 84 + 275) |
| 25,200 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(3,264 + 7,926) + 3×(44 + 275) |
| 25,200 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(3,264) + 3×(44 + 84) |
| 25,200 |
= = = 0.0800 = 8 cM Correct distance = | ½(7,926) + 3×(84 + 275) |
| 25,200 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(3,264) + 3×(44) |
| 25,200 |
= = = 0.0700 = 7 cM Incorrect
MC f072_2300
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is correlated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is related to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene X is associated with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 30 |
| 2 | | | | | 83 |
| 3 | | | | | 1,482 |
| 4 | | | | | 103 |
| 5 | | | | | 1,602 |
| 6 | | | | | 2,700 |
| TOTAL = | 6,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes R and X
distance = | ½(1,482 + 1,602) + 3×(83 + 103) |
| 6,000 |
= = = 0.3500 = 35 cM Correct distance = | ½(1,602) + 3×(103) |
| 6,000 |
= = = 0.1850 = 18.50 cM Incorrect distance = | ½(1,602) + 3×(30 + 103) |
| 6,000 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,482) + 3×(30 + 83) |
| 6,000 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(1,602) + 3×(30 + 83) |
| 6,000 |
= = = 0.1900 = 19 cM Incorrect
MC 4aa4_ffc1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is related to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene C is associated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene N is related to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 375 |
| 2 | | | | | 6,660 |
| 3 | | | | | 135 |
| 4 | | | | | 12,150 |
| 5 | | | | | 7,218 |
| 6 | | | | | 462 |
| TOTAL = | 27,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and N
distance = | ½(6,660 + 7,218) + 3×(135 + 375 + 462) |
| 27,000 |
= = = 0.3650 = 36.50 cM Incorrect distance = | ½(6,660 + 7,218) + 3×(135) |
| 27,000 |
= = = 0.2720 = 27.20 cM Incorrect distance = | ½(6,660 + 7,218) + 3×(375 + 462) |
| 27,000 |
= = = 0.3500 = 35 cM Incorrect distance = | ½(6,660) + 3×(135 + 375) |
| 27,000 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(7,218) + 3×(135 + 462) |
| 27,000 |
= = = 0.2000 = 20 cM Correct
MC f31a_2eb2
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is associated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene K is correlated with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene T is connected with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 26 |
| 2 | | | | | 13 |
| 3 | | | | | 624 |
| 4 | | | | | 68 |
| 5 | | | | | 1,386 |
| 6 | | | | | 1,783 |
| TOTAL = | 3,900 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes K and T
distance = | ½(1,386) + 3×(26 + 68) |
| 3,900 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(624) + 3×(13) |
| 3,900 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(624 + 1,386) + 3×(68) |
| 3,900 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(624 + 1,386) + 3×(13 + 68) |
| 3,900 |
= = = 0.3200 = 32 cM Correct distance = | ½(1,386) + 3×(13 + 26 + 68) |
| 3,900 |
= = = 0.2600 = 26 cM Incorrect
MC eb02_126a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene M is connected with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 32 |
| 2 | | | | | 2,598 |
| 3 | | | | | 31 |
| 4 | | | | | 8,370 |
| 5 | | | | | 7,260 |
| 6 | | | | | 309 |
| TOTAL = | 18,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes J and M
distance = | ½(2,598 + 7,260) + 3×(31 + 32 + 309) |
| 18,600 |
= = = 0.3250 = 32.50 cM Incorrect distance = | ½(2,598 + 7,260) + 3×(32 + 309) |
| 18,600 |
= = = 0.3200 = 32 cM Correct distance = | ½(2,598 + 7,260) + 3×(31) |
| 18,600 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(2,598) + 3×(31 + 32) |
| 18,600 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(7,260) + 3×(31 + 309) |
| 18,600 |
= = = 0.2500 = 25 cM Incorrect
MC 2883_625f
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene R is affiliated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene T is correlated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 551 |
| 2 | | | | | 7,128 |
| 3 | | | | | 9,102 |
| 4 | | | | | 5,082 |
| 5 | | | | | 111 |
| 6 | | | | | 226 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes R and W
distance = | ½(5,082 + 7,128) + 3×(111) |
| 22,200 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(5,082 + 7,128) + 3×(226 + 551) |
| 22,200 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(5,082 + 7,128) + 3×(111 + 226 + 551) |
| 22,200 |
= = = 0.3950 = 39.50 cM Incorrect distance = | ½(7,128) + 3×(111 + 551) |
| 22,200 |
= = = 0.2500 = 25 cM Correct distance = | ½(5,082) + 3×(111 + 226) |
| 22,200 |
= = = 0.1600 = 16 cM Incorrect
MC a43a_a8d0
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene W is related to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene X is linked with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 124 |
| 2 | | | | | 34 |
| 3 | | | | | 2,400 |
| 4 | | | | | 8,791 |
| 5 | | | | | 6,990 |
| 6 | | | | | 261 |
| TOTAL = | 18,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and X
distance = | ½(2,400 + 6,990) + 3×(34 + 261) |
| 18,600 |
= = = 0.3000 = 30 cM Correct distance = | ½(2,400 + 6,990) + 3×(34 + 124 + 261) |
| 18,600 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(2,400) + 3×(34 + 124) |
| 18,600 |
= = = 0.0900 = 9 cM Incorrect distance = | ½(6,990) + 3×(261) |
| 18,600 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(2,400) + 3×(34) |
| 18,600 |
= = = 0.0700 = 7 cM Incorrect
MC 8b64_3492
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene C is linked with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene D is analogous to the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene X is connected with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 74 |
| 2 | | | | | 51 |
| 3 | | | | | 1,914 |
| 4 | | | | | 141 |
| 5 | | | | | 3,150 |
| 6 | | | | | 5,770 |
| TOTAL = | 11,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and D
distance = | ½(3,150) + 3×(141) |
| 11,100 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(1,914) + 3×(51) |
| 11,100 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(1,914 + 3,150) + 3×(51 + 74 + 141) |
| 11,100 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(3,150) + 3×(74 + 141) |
| 11,100 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(1,914) + 3×(51 + 74) |
| 11,100 |
= = = 0.1200 = 12 cM Correct
MC bad6_7735
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is analogous to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene D is associated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 223 |
| 2 | | | | | 5,544 |
| 3 | | | | | 9,858 |
| 4 | | | | | 2,826 |
| 5 | | | | | 93 |
| 6 | | | | | 56 |
| TOTAL = | 18,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and P
distance = | ½(5,544) + 3×(93 + 223) |
| 18,600 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(2,826) + 3×(56 + 93) |
| 18,600 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,826) + 3×(56) |
| 18,600 |
= = = 0.0850 = 8.50 cM Incorrect distance = | ½(2,826 + 5,544) + 3×(93) |
| 18,600 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(2,826 + 5,544) + 3×(56 + 223) |
| 18,600 |
= = = 0.2700 = 27 cM Correct
MC a255_9ce3
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene N is related to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is analogous to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 267 |
| 2 | | | | | 9,396 |
| 3 | | | | | 15,508 |
| 4 | | | | | 2,958 |
| 5 | | | | | 24 |
| 6 | | | | | 47 |
| TOTAL = | 28,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and W
distance = | ½(2,958) + 3×(24) |
| 28,200 |
= = = 0.0550 = 5.50 cM Incorrect distance = | ½(9,396) + 3×(47 + 267) |
| 28,200 |
= = = 0.2000 = 20 cM Correct distance = | ½(2,958 + 9,396) + 3×(24 + 47 + 267) |
| 28,200 |
= = = 0.2550 = 25.50 cM Incorrect distance = | ½(2,958) + 3×(24 + 47) |
| 28,200 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(2,958 + 9,396) + 3×(24 + 267) |
| 28,200 |
= = = 0.2500 = 25 cM Incorrect
MC 2e59_72fc
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is correlated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene R is analogous to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene X is analogous to the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 174 |
| 2 | | | | | 5,220 |
| 3 | | | | | 13,175 |
| 4 | | | | | 2,946 |
| 5 | | | | | 49 |
| 6 | | | | | 36 |
| TOTAL = | 21,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and R
distance = | ½(5,220) + 3×(174) |
| 21,600 |
= = = 0.1450 = 14.50 cM Incorrect distance = | ½(2,946) + 3×(36 + 49) |
| 21,600 |
= = = 0.0800 = 8 cM Correct distance = | ½(5,220) + 3×(36 + 174) |
| 21,600 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,946 + 5,220) + 3×(36 + 49 + 174) |
| 21,600 |
= = = 0.2250 = 22.50 cM Incorrect distance = | ½(2,946 + 5,220) + 3×(49 + 174) |
| 21,600 |
= = = 0.2200 = 22 cM Incorrect
MC 4b30_95f7
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is linked with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene H is associated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene T is connected with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 365 |
| 2 | | | | | 7,500 |
| 3 | | | | | 13,005 |
| 4 | | | | | 4,434 |
| 5 | | | | | 85 |
| 6 | | | | | 111 |
| TOTAL = | 25,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and T
distance = | ½(4,434 + 7,500) + 3×(85 + 111 + 365) |
| 25,500 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(4,434 + 7,500) + 3×(111 + 365) |
| 25,500 |
= = = 0.2900 = 29 cM Incorrect distance = | ½(7,500) + 3×(85 + 365) |
| 25,500 |
= = = 0.2000 = 20 cM Correct distance = | ½(4,434) + 3×(85 + 111) |
| 25,500 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(7,500) + 3×(365) |
| 25,500 |
= = = 0.1900 = 19 cM Incorrect
MC 080b_2221
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is correlated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene R is related to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene T is analogous to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 10 |
| 2 | | | | | 1,980 |
| 3 | | | | | 85 |
| 4 | | | | | 186 |
| 5 | | | | | 9,594 |
| 6 | | | | | 13,645 |
| TOTAL = | 25,500 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and R
distance = | ½(1,980 + 9,594) + 3×(10 + 186) |
| 25,500 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(9,594) + 3×(85 + 186) |
| 25,500 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(1,980) + 3×(10) |
| 25,500 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(1,980) + 3×(10 + 85) |
| 25,500 |
= = = 0.0500 = 5 cM Correct distance = | ½(1,980 + 9,594) + 3×(10 + 85 + 186) |
| 25,500 |
= = = 0.2600 = 26 cM Incorrect
MC 5d8b_9f6a
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is analogous to the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene K is connected with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene P is linked with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 18 |
| 2 | | | | | 864 |
| 3 | | | | | 95 |
| 4 | | | | | 1,914 |
| 5 | | | | | 36 |
| 6 | | | | | 2,473 |
| TOTAL = | 5,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes A and K
distance = | ½(1,914) + 3×(18 + 95) |
| 5,400 |
= = = 0.2400 = 24 cM Incorrect distance = | ½(1,914) + 3×(95) |
| 5,400 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(864 + 1,914) + 3×(18 + 95) |
| 5,400 |
= = = 0.3200 = 32 cM Correct distance = | ½(864 + 1,914) + 3×(36 + 95) |
| 5,400 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(1,914) + 3×(36 + 95) |
| 5,400 |
= = = 0.2500 = 25 cM Incorrect
MC a9fe_a55d
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is associated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene W is analogous to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
- Gene X is linked with the 'xenon' phenotype. A budding yeast that is homozygous recessive for Gene X cells emit a faint glow under UV light, as if they were fluorescent.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 459 |
| 2 | | | | | 10,770 |
| 3 | | | | | 12,420 |
| 4 | | | | | 3,858 |
| 5 | | | | | 46 |
| 6 | | | | | 47 |
| TOTAL = | 27,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes W and X
distance = | ½(3,858 + 10,770) + 3×(47 + 459) |
| 27,600 |
= = = 0.3200 = 32 cM Correct distance = | ½(3,858 + 10,770) + 3×(46) |
| 27,600 |
= = = 0.2700 = 27 cM Incorrect distance = | ½(3,858) + 3×(46 + 47) |
| 27,600 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(10,770) + 3×(46 + 459) |
| 27,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(10,770) + 3×(459) |
| 27,600 |
= = = 0.2450 = 24.50 cM Incorrect
MC c397_e86b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is connected with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene M is linked with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene Y is correlated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 3 |
| 2 | | | | | 702 |
| 3 | | | | | 30 |
| 4 | | | | | 4,815 |
| 5 | | | | | 3,384 |
| 6 | | | | | 66 |
| TOTAL = | 9,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and M
distance = | ½(702 + 3,384) + 3×(3 + 66) |
| 9,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(702) + 3×(3 + 30) |
| 9,000 |
= = = 0.0500 = 5 cM Correct distance = | ½(702) + 3×(3) |
| 9,000 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(702 + 3,384) + 3×(3 + 30 + 66) |
| 9,000 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(3,384) + 3×(30 + 66) |
| 9,000 |
= = = 0.2200 = 22 cM Incorrect
MC 7131_3d45
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is associated with the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene C is analogous to the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene N is associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 140 |
| 2 | | | | | 53 |
| 3 | | | | | 3,042 |
| 4 | | | | | 9,765 |
| 5 | | | | | 7,668 |
| 6 | | | | | 332 |
| TOTAL = | 21,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and C
distance = | ½(3,042 + 7,668) + 3×(53 + 332) |
| 21,000 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(3,042) + 3×(53 + 140) |
| 21,000 |
= = = 0.1000 = 10 cM Correct distance = | ½(7,668) + 3×(332) |
| 21,000 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(7,668) + 3×(140 + 332) |
| 21,000 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(3,042) + 3×(53) |
| 21,000 |
= = = 0.0800 = 8 cM Incorrect
MC 03fa_84d2
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is analogous to the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene F is linked with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 33 |
| 2 | | | | | 18 |
| 3 | | | | | 1,014 |
| 4 | | | | | 3,003 |
| 5 | | | | | 2,418 |
| 6 | | | | | 114 |
| TOTAL = | 6,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and F
distance = | ½(1,014 + 2,418) + 3×(18 + 114) |
| 6,600 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(2,418) + 3×(33 + 114) |
| 6,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(1,014) + 3×(18) |
| 6,600 |
= = = 0.0850 = 8.50 cM Incorrect distance = | ½(2,418) + 3×(114) |
| 6,600 |
= = = 0.2350 = 23.50 cM Incorrect distance = | ½(1,014) + 3×(18 + 33) |
| 6,600 |
= = = 0.1000 = 10 cM Correct
MC 38d8_5ed1
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene B is related to the 'bubbly' phenotype. A budding yeast that is homozygous recessive for Gene B produces excessive gas bubbles during growth, causing foamy appearance of the media.
- Gene F is analogous to the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene T is affiliated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 169 |
| 2 | | | | | 2,748 |
| 3 | | | | | 95 |
| 4 | | | | | 2,202 |
| 5 | | | | | 4,653 |
| 6 | | | | | 33 |
| TOTAL = | 9,900 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and T
distance = | ½(2,202 + 2,748) + 3×(33) |
| 9,900 |
= = = 0.2600 = 26 cM Incorrect distance = | ½(2,202) + 3×(33 + 95) |
| 9,900 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(2,202 + 2,748) + 3×(95 + 169) |
| 9,900 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(2,748) + 3×(169) |
| 9,900 |
= = = 0.1900 = 19 cM Incorrect distance = | ½(2,748) + 3×(33 + 169) |
| 9,900 |
= = = 0.2000 = 20 cM Correct
MC dffc_e9d3
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene E is connected with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene R is analogous to the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 73 |
| 2 | | | | | 882 |
| 3 | | | | | 1,230 |
| 4 | | | | | 738 |
| 5 | | | | | 47 |
| 6 | | | | | 30 |
| TOTAL = | 3,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and J
distance = | ½(738 + 882) + 3×(47 + 73) |
| 3,000 |
= = = 0.3900 = 39 cM Incorrect distance = | ½(738 + 882) + 3×(30) |
| 3,000 |
= = = 0.3000 = 30 cM Incorrect distance = | ½(882) + 3×(73) |
| 3,000 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(738) + 3×(30 + 47) |
| 3,000 |
= = = 0.2000 = 20 cM Correct distance = | ½(882) + 3×(30 + 73) |
| 3,000 |
= = = 0.2500 = 25 cM Incorrect
MC cfa4_17c0
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is affiliated with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene E is affiliated with the 'elephant' phenotype. A budding yeast that is homozygous recessive for Gene E cells absorb excessive amounts of liquid, resulting in giant, swollen cells.
- Gene T is linked with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 40 |
| 2 | | | | | 6,000 |
| 3 | | | | | 2,244 |
| 4 | | | | | 3,468 |
| 5 | | | | | 66 |
| 6 | | | | | 182 |
| TOTAL = | 12,000 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and E
distance = | ½(2,244 + 3,468) + 3×(40 + 66 + 182) |
| 12,000 |
= = = 0.3100 = 31 cM Incorrect distance = | ½(3,468) + 3×(40 + 182) |
| 12,000 |
= = = 0.2000 = 20 cM Incorrect distance = | ½(2,244) + 3×(66) |
| 12,000 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(2,244 + 3,468) + 3×(66 + 182) |
| 12,000 |
= = = 0.3000 = 30 cM Correct distance = | ½(2,244) + 3×(40 + 66) |
| 12,000 |
= = = 0.1200 = 12 cM Incorrect
MC 2393_fb2d
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene D is linked with the 'doubled' phenotype. A budding yeast that is homozygous recessive for Gene D cells display double or multiple budding, with several buds emerging simultaneously.
- Gene F is linked with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene H is associated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 11 |
| 2 | | | | | 2,256 |
| 3 | | | | | 43 |
| 4 | | | | | 12,193 |
| 5 | | | | | 11,028 |
| 6 | | | | | 269 |
| TOTAL = | 25,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and H
distance = | ½(11,028) + 3×(43 + 269) |
| 25,800 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(2,256) + 3×(43 + 269) |
| 25,800 |
= = = 0.0800 = 8 cM Incorrect distance = | ½(11,028) + 3×(11 + 43) |
| 25,800 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(2,256 + 11,028) + 3×(11 + 269) |
| 25,800 |
= = = 0.2900 = 29 cM Correct distance = | ½(2,256) + 3×(11 + 43) |
| 25,800 |
= = = 0.0500 = 5 cM Incorrect
MC 4dba_00b2
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene H is linked with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene P is connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene Y is connected with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 50 |
| 2 | | | | | 1,356 |
| 3 | | | | | 1,701 |
| 4 | | | | | 462 |
| 5 | | | | | 7 |
| 6 | | | | | 24 |
| TOTAL = | 3,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and P
distance = | ½(1,356) + 3×(24 + 50) |
| 3,600 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(462) + 3×(7 + 24) |
| 3,600 |
= = = 0.0900 = 9 cM Correct distance = | ½(1,356) + 3×(50) |
| 3,600 |
= = = 0.2300 = 23 cM Incorrect distance = | ½(462 + 1,356) + 3×(7 + 24 + 50) |
| 3,600 |
= = = 0.3200 = 32 cM Incorrect distance = | ½(462) + 3×(7) |
| 3,600 |
= = = 0.0700 = 7 cM Incorrect
MC 50fc_456b
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene T is analogous to the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 37 |
| 2 | | | | | 40 |
| 3 | | | | | 1,758 |
| 4 | | | | | 90 |
| 5 | | | | | 2,568 |
| 6 | | | | | 6,607 |
| TOTAL = | 11,100 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes T and W
distance = | ½(2,568) + 3×(37 + 90) |
| 11,100 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(1,758) + 3×(37 + 40) |
| 11,100 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,568) + 3×(90) |
| 11,100 |
= = = 0.1400 = 14 cM Incorrect distance = | ½(1,758 + 2,568) + 3×(40 + 90) |
| 11,100 |
= = = 0.2300 = 23 cM Correct distance = | ½(1,758 + 2,568) + 3×(37 + 40 + 90) |
| 11,100 |
= = = 0.2400 = 24 cM Incorrect
MC 052d_f7e5
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene K is linked with the 'knotted' phenotype. A budding yeast that is homozygous recessive for Gene K cells grow in twisted, coiled shapes, resulting in a knotted or gnarled appearance.
- Gene P is analogous to the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene W is connected with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 117 |
| 2 | | | | | 94 |
| 3 | | | | | 3,882 |
| 4 | | | | | 175 |
| 5 | | | | | 5,268 |
| 6 | | | | | 13,864 |
| TOTAL = | 23,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes P and W
distance = | ½(3,882) + 3×(94 + 117) |
| 23,400 |
= = = 0.1100 = 11 cM Incorrect distance = | ½(5,268) + 3×(175) |
| 23,400 |
= = = 0.1350 = 13.50 cM Incorrect distance = | ½(3,882 + 5,268) + 3×(94 + 175) |
| 23,400 |
= = = 0.2300 = 23 cM Correct distance = | ½(5,268) + 3×(117 + 175) |
| 23,400 |
= = = 0.1500 = 15 cM Incorrect distance = | ½(3,882 + 5,268) + 3×(94 + 117 + 175) |
| 23,400 |
= = = 0.2450 = 24.50 cM Incorrect
MC 786a_d792
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene F is affiliated with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene R is correlated with the 'rusty' phenotype. A budding yeast that is homozygous recessive for Gene R colonies develop a reddish-brown pigmentation, reminiscent of rusted metal.
- Gene W is analogous to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 48 |
| 2 | | | | | 816 |
| 3 | | | | | 46 |
| 4 | | | | | 58 |
| 5 | | | | | 894 |
| 6 | | | | | 1,588 |
| TOTAL = | 3,450 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and R
distance = | ½(894) + 3×(46 + 58) |
| 3,450 |
= = = 0.2200 = 22 cM Incorrect distance = | ½(816) + 3×(46 + 48) |
| 3,450 |
= = = 0.2000 = 20 cM Correct distance = | ½(816) + 3×(48) |
| 3,450 |
= = = 0.1600 = 16 cM Incorrect distance = | ½(816 + 894) + 3×(46 + 48 + 58) |
| 3,450 |
= = = 0.3800 = 38 cM Incorrect distance = | ½(816 + 894) + 3×(48 + 58) |
| 3,450 |
= = = 0.3400 = 34 cM Incorrect
MC c3a3_d40d
Unordered Tetrad Three Gene Mapping
In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- Gene A is associated with the 'amber' phenotype. A budding yeast that is homozygous recessive for Gene A cells develop a rich yellow-orange pigmentation, giving the colony a warm, amber hue.
- Gene F is connected with the 'fuzzy' phenotype. A budding yeast that is homozygous recessive for Gene F colonies are covered in soft, fine filaments, giving them a fuzzy, cotton-like texture.
- Gene Y is correlated with the 'yolk' phenotype. A budding yeast that is homozygous recessive for Gene Y cells develop a dense, yellowish core that resembles an egg yolk when viewed under a microscope.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 25 |
| 2 | | | | | 2,292 |
| 3 | | | | | 37 |
| 4 | | | | | 15,983 |
| 5 | | | | | 3,792 |
| 6 | | | | | 71 |
| TOTAL = | 22,200 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes F and Y
distance = | ½(2,292 + 3,792) + 3×(25 + 71) |
| 22,200 |
= = = 0.1500 = 15 cM Correct distance = | ½(3,792) + 3×(37 + 71) |
| 22,200 |
= = = 0.1000 = 10 cM Incorrect distance = | ½(2,292) + 3×(25) |
| 22,200 |
= = = 0.0550 = 5.50 cM Incorrect distance = | ½(2,292 + 3,792) + 3×(25 + 37 + 71) |
| 22,200 |
= = = 0.1550 = 15.50 cM Incorrect distance = | ½(2,292) + 3×(25 + 37) |
| 22,200 |
= = = 0.0600 = 6 cM Incorrect