MC
0323_c182
Unordered Tetrad Two 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 two 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 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 | | | | | 3,157 |
| 2 | | | | | 2,348 |
| 3 | | | | | 95 |
| TOTAL = | 5,600 |
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 P
distance = | ½(95) + 3×(95) |
| 5,600 |
= = = 0.0594 = 5.94 cM Incorrect distance = | ½(2,348) + 3×(95) |
| 5,600 |
= = = 0.2605 = 26.05 cM Correct distance = | ½(3,157) + 3×(95) |
| 5,600 |
= = = 0.3328 = 33.28 cM Incorrect distance = = = = 0.0085 = 0.85 cM Incorrect distance = | ½(2,348 + 3,157) + 3×(95) |
| 5,600 |
= = = 0.5424 = 54.24 cM Incorrect distance = | ½(2,348) + 3×(0) |
| 5,600 |
= = = 0.2096 = 20.96 cM Incorrect
MC 97af_0655
Unordered Tetrad Two 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 two 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 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 | | | | | 1,861 |
| 2 | | | | | 1,290 |
| 3 | | | | | 49 |
| TOTAL = | 3,200 |
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 W and Y
distance = = = = 0.0077 = 0.77 cM Incorrect distance = | ½(1,290) + 3×(49) |
| 3,200 |
= = = 0.2475 = 24.75 cM Correct distance = | ½(1,290) + 3×(0) |
| 3,200 |
= = = 0.2016 = 20.16 cM Incorrect distance = | ½(1,290 + 1,861) + 3×(49) |
| 3,200 |
= = = 0.5383 = 53.83 cM Incorrect distance = | ½(49) + 3×(49) |
| 3,200 |
= = = 0.0536 = 5.36 cM Incorrect distance = | ½(1,861) + 3×(0) |
| 3,200 |
= = = 0.2908 = 29.08 cM Incorrect
MC d16d_dbc9
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 65 |
| 2 | | | | | 1,840 |
| 3 | | | | | 2,895 |
| 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 A and F
distance = | ½(1,840 + 2,895) + 3×(65) |
| 4,800 |
= = = 0.5339 = 53.39 cM Incorrect distance = | ½(1,840) + 3×(65) |
| 4,800 |
= = = 0.2323 = 23.23 cM Correct distance = | ½(1,840) + 3×(0) |
| 4,800 |
= = = 0.1917 = 19.17 cM Incorrect distance = | ½(2,895) + 3×(0) |
| 4,800 |
= = = 0.3016 = 30.16 cM Incorrect distance = | ½(2,895) + 3×(65) |
| 4,800 |
= = = 0.3422 = 34.22 cM Incorrect distance = | ½(65) + 3×(65) |
| 4,800 |
= = = 0.0474 = 4.74 cM Incorrect
MC bd4d_ba19
Unordered Tetrad Two 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 two 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 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 | | | | | 170 |
| 2 | | | | | 3,708 |
| 3 | | | | | 4,322 |
| TOTAL = | 8,200 |
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 T
distance = | ½(4,322) + 3×(170) |
| 8,200 |
= = = 0.3257 = 32.57 cM Incorrect distance = | ½(170) + 3×(170) |
| 8,200 |
= = = 0.0726 = 7.26 cM Incorrect distance = | ½(3,708 + 4,322) + 3×(170) |
| 8,200 |
= = = 0.5518 = 55.18 cM Incorrect distance = | ½(3,708) + 3×(170) |
| 8,200 |
= = = 0.2883 = 28.83 cM Correct distance = | ½(3,708) + 3×(0) |
| 8,200 |
= = = 0.2261 = 22.61 cM Incorrect distance = | ½(0) + 3×(170) |
| 8,200 |
= = = 0.0622 = 6.22 cM Incorrect
MC e0d7_1154
Unordered Tetrad Two 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 two 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 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 | | | | | 143 |
| 2 | | | | | 3,086 |
| 3 | | | | | 3,571 |
| TOTAL = | 6,800 |
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 W
distance = | ½(3,086) + 3×(143) |
| 6,800 |
= = = 0.2900 = 29 cM Correct distance = | ½(143) + 3×(143) |
| 6,800 |
= = = 0.0736 = 7.36 cM Incorrect distance = | ½(3,086) + 3×(0) |
| 6,800 |
= = = 0.2269 = 22.69 cM Incorrect distance = | ½(3,571) + 3×(143) |
| 6,800 |
= = = 0.3257 = 32.57 cM Incorrect distance = | ½(3,571) + 3×(0) |
| 6,800 |
= = = 0.2626 = 26.26 cM Incorrect distance = | ½(0) + 3×(143) |
| 6,800 |
= = = 0.0631 = 6.31 cM Incorrect
MC fe7d_9be5
Unordered Tetrad Two 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 two 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 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 | | | | | 88 |
| 2 | | | | | 2,782 |
| 3 | | | | | 4,930 |
| 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 W and X
distance = | ½(2,782) + 3×(88) |
| 7,800 |
= = = 0.2122 = 21.22 cM Correct distance = | ½(4,930) + 3×(88) |
| 7,800 |
= = = 0.3499 = 34.99 cM Incorrect distance = = = = 0.0056 = 0.56 cM Incorrect distance = | ½(2,782) + 3×(0) |
| 7,800 |
= = = 0.1783 = 17.83 cM Incorrect distance = | ½(4,930) + 3×(0) |
| 7,800 |
= = = 0.3160 = 31.60 cM Incorrect distance = | ½(88) + 3×(88) |
| 7,800 |
= = = 0.0395 = 3.95 cM Incorrect
MC 89cf_4018
Unordered Tetrad Two 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 two 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 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 | | | | | 1,888 |
| 2 | | | | | 1,820 |
| 3 | | | | | 92 |
| TOTAL = | 3,800 |
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(92) + 3×(92) |
| 3,800 |
= = = 0.0847 = 8.47 cM Incorrect distance = | ½(1,820) + 3×(92) |
| 3,800 |
= = = 0.3121 = 31.21 cM Correct distance = | ½(1,820 + 1,888) + 3×(92) |
| 3,800 |
= = = 0.5605 = 56.05 cM Incorrect distance = | ½(1,820) + 3×(0) |
| 3,800 |
= = = 0.2395 = 23.95 cM Incorrect distance = = = = 0.0121 = 1.21 cM Incorrect distance = | ½(1,888) + 3×(0) |
| 3,800 |
= = = 0.2484 = 24.84 cM Incorrect
MC d83e_5d0f
Unordered Tetrad Two 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 two 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 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 | | | | | 168 |
| 2 | | | | | 3,796 |
| 3 | | | | | 4,636 |
| TOTAL = | 8,600 |
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 R
distance = | ½(4,636) + 3×(0) |
| 8,600 |
= = = 0.2695 = 26.95 cM Incorrect distance = | ½(4,636) + 3×(168) |
| 8,600 |
= = = 0.3281 = 32.81 cM Incorrect distance = | ½(3,796) + 3×(0) |
| 8,600 |
= = = 0.2207 = 22.07 cM Incorrect distance = | ½(0) + 3×(168) |
| 8,600 |
= = = 0.0586 = 5.86 cM Incorrect distance = | ½(3,796) + 3×(168) |
| 8,600 |
= = = 0.2793 = 27.93 cM Correct distance = | ½(168) + 3×(168) |
| 8,600 |
= = = 0.0684 = 6.84 cM Incorrect
MC 0110_2900
Unordered Tetrad Two 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 two 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 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 | | | | | 4,168 |
| 2 | | | | | 3,292 |
| 3 | | | | | 140 |
| TOTAL = | 7,600 |
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 R
distance = | ½(3,292 + 4,168) + 3×(140) |
| 7,600 |
= = = 0.5461 = 54.61 cM Incorrect distance = | ½(4,168) + 3×(140) |
| 7,600 |
= = = 0.3295 = 32.95 cM Incorrect distance = | ½(140) + 3×(140) |
| 7,600 |
= = = 0.0645 = 6.45 cM Incorrect distance = | ½(3,292) + 3×(140) |
| 7,600 |
= = = 0.2718 = 27.18 cM Correct distance = | ½(3,292) + 3×(0) |
| 7,600 |
= = = 0.2166 = 21.66 cM Incorrect distance = | ½(4,168) + 3×(0) |
| 7,600 |
= = = 0.2742 = 27.42 cM Incorrect
MC b717_7142
Unordered Tetrad Two 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 two 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 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 | | | | | 4,158 |
| 2 | | | | | 4,034 |
| 3 | | | | | 208 |
| 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 D and M
distance = | ½(4,034) + 3×(208) |
| 8,400 |
= = = 0.3144 = 31.44 cM Correct distance = | ½(4,158) + 3×(208) |
| 8,400 |
= = = 0.3218 = 32.18 cM Incorrect distance = | ½(0) + 3×(208) |
| 8,400 |
= = = 0.0743 = 7.43 cM Incorrect distance = | ½(208) + 3×(208) |
| 8,400 |
= = = 0.0867 = 8.67 cM Incorrect distance = | ½(4,034) + 3×(0) |
| 8,400 |
= = = 0.2401 = 24.01 cM Incorrect distance = | ½(208) + 3×(0) |
| 8,400 |
= = = 0.0124 = 1.24 cM Incorrect
MC 19c9_b8eb
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 230 |
| 2 | | | | | 4,440 |
| 3 | | | | | 4,530 |
| TOTAL = | 9,200 |
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 F
distance = | ½(0) + 3×(230) |
| 9,200 |
= = = 0.0750 = 7.50 cM Incorrect distance = | ½(230) + 3×(0) |
| 9,200 |
= = = 0.0125 = 1.25 cM Incorrect distance = | ½(4,530) + 3×(0) |
| 9,200 |
= = = 0.2462 = 24.62 cM Incorrect distance = | ½(230) + 3×(230) |
| 9,200 |
= = = 0.0875 = 8.75 cM Incorrect distance = | ½(4,440) + 3×(230) |
| 9,200 |
= = = 0.3163 = 31.63 cM Correct distance = | ½(4,440 + 4,530) + 3×(230) |
| 9,200 |
= = = 0.5625 = 56.25 cM Incorrect
MC 0ba0_0eb9
Unordered Tetrad Two 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 two 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 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 | | | | | 3,152 |
| 2 | | | | | 2,352 |
| 3 | | | | | 96 |
| TOTAL = | 5,600 |
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(3,152) + 3×(0) |
| 5,600 |
= = = 0.2814 = 28.14 cM Incorrect distance = = = = 0.0514 = 5.14 cM Incorrect distance = | ½(2,352) + 3×(96) |
| 5,600 |
= = = 0.2614 = 26.14 cM Correct distance = | ½(2,352 + 3,152) + 3×(96) |
| 5,600 |
= = = 0.5429 = 54.29 cM Incorrect distance = = = = 0.0086 = 0.86 cM Incorrect distance = | ½(2,352) + 3×(0) |
| 5,600 |
= = = 0.2100 = 21 cM Incorrect
MC 063f_8e71
Unordered Tetrad Two 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 two 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 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 | | | | | 2,045 |
| 2 | | | | | 1,864 |
| 3 | | | | | 91 |
| TOTAL = | 4,000 |
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 J and W
distance = | ½(1,864) + 3×(91) |
| 4,000 |
= = = 0.3013 = 30.12 cM Correct distance = | ½(2,045) + 3×(0) |
| 4,000 |
= = = 0.2556 = 25.56 cM Incorrect distance = | ½(91) + 3×(91) |
| 4,000 |
= = = 0.0796 = 7.96 cM Incorrect distance = | ½(1,864) + 3×(0) |
| 4,000 |
= = = 0.2330 = 23.30 cM Incorrect distance = | ½(2,045) + 3×(91) |
| 4,000 |
= = = 0.3239 = 32.39 cM Incorrect distance = | ½(1,864 + 2,045) + 3×(91) |
| 4,000 |
= = = 0.5569 = 55.69 cM Incorrect
MC 7427_8cf9
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 171 |
| 2 | | | | | 4,048 |
| 3 | | | | | 5,181 |
| TOTAL = | 9,400 |
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 P
distance = | ½(171) + 3×(171) |
| 9,400 |
= = = 0.0637 = 6.37 cM Incorrect distance = | ½(171) + 3×(0) |
| 9,400 |
= = = 0.0091 = 0.91 cM Incorrect distance = | ½(4,048) + 3×(0) |
| 9,400 |
= = = 0.2153 = 21.53 cM Incorrect distance = | ½(4,048 + 5,181) + 3×(171) |
| 9,400 |
= = = 0.5455 = 54.55 cM Incorrect distance = | ½(4,048) + 3×(171) |
| 9,400 |
= = = 0.2699 = 26.99 cM Correct distance = | ½(0) + 3×(171) |
| 9,400 |
= = = 0.0546 = 5.46 cM Incorrect
MC 4056_29b7
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 4,716 |
| 2 | | | | | 3,354 |
| 3 | | | | | 130 |
| TOTAL = | 8,200 |
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 M
distance = | ½(4,716) + 3×(130) |
| 8,200 |
= = = 0.3351 = 33.51 cM Incorrect distance = | ½(4,716) + 3×(0) |
| 8,200 |
= = = 0.2876 = 28.76 cM Incorrect distance = | ½(3,354 + 4,716) + 3×(130) |
| 8,200 |
= = = 0.5396 = 53.96 cM Incorrect distance = | ½(130) + 3×(0) |
| 8,200 |
= = = 0.0079 = 0.79 cM Incorrect distance = | ½(3,354) + 3×(130) |
| 8,200 |
= = = 0.2521 = 25.21 cM Correct distance = | ½(130) + 3×(130) |
| 8,200 |
= = = 0.0555 = 5.55 cM Incorrect
MC 6e22_36ae
Unordered Tetrad Two 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 two 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 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 | | | | | 73 |
| 2 | | | | | 1,554 |
| 3 | | | | | 1,773 |
| TOTAL = | 3,400 |
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 W and X
distance = | ½(73) + 3×(73) |
| 3,400 |
= = = 0.0751 = 7.51 cM Incorrect distance = = = = 0.0644 = 6.44 cM Incorrect distance = | ½(1,554) + 3×(73) |
| 3,400 |
= = = 0.2929 = 29.29 cM Correct distance = = = = 0.0107 = 1.07 cM Incorrect distance = | ½(1,773) + 3×(73) |
| 3,400 |
= = = 0.3251 = 32.51 cM Incorrect distance = | ½(1,554) + 3×(0) |
| 3,400 |
= = = 0.2285 = 22.85 cM Incorrect
MC 7f19_0850
Unordered Tetrad Two 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 two 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 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 | | | | | 66 |
| 2 | | | | | 1,508 |
| 3 | | | | | 1,826 |
| TOTAL = | 3,400 |
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 R
distance = | ½(66) + 3×(66) |
| 3,400 |
= = = 0.0679 = 6.79 cM Incorrect distance = | ½(1,508) + 3×(66) |
| 3,400 |
= = = 0.2800 = 28 cM Correct distance = | ½(1,826) + 3×(0) |
| 3,400 |
= = = 0.2685 = 26.85 cM Incorrect distance = | ½(1,508 + 1,826) + 3×(66) |
| 3,400 |
= = = 0.5485 = 54.85 cM Incorrect distance = | ½(1,508) + 3×(0) |
| 3,400 |
= = = 0.2218 = 22.18 cM Incorrect distance = = = = 0.0582 = 5.82 cM Incorrect
MC a85e_36ff
Unordered Tetrad Two 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 two 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 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 | | | | | 162 |
| 2 | | | | | 3,974 |
| 3 | | | | | 5,264 |
| TOTAL = | 9,400 |
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 T
distance = | ½(3,974) + 3×(0) |
| 9,400 |
= = = 0.2114 = 21.14 cM Incorrect distance = | ½(3,974 + 5,264) + 3×(162) |
| 9,400 |
= = = 0.5431 = 54.31 cM Incorrect distance = | ½(162) + 3×(0) |
| 9,400 |
= = = 0.0086 = 0.86 cM Incorrect distance = | ½(3,974) + 3×(162) |
| 9,400 |
= = = 0.2631 = 26.31 cM Correct distance = | ½(162) + 3×(162) |
| 9,400 |
= = = 0.0603 = 6.03 cM Incorrect distance = | ½(5,264) + 3×(0) |
| 9,400 |
= = = 0.2800 = 28 cM Incorrect
MC bf3b_3fe0
Unordered Tetrad Two 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 two 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 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 | | | | | 1,472 |
| 2 | | | | | 1,270 |
| 3 | | | | | 58 |
| TOTAL = | 2,800 |
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 R
distance = = = = 0.0104 = 1.04 cM Incorrect distance = | ½(1,270) + 3×(58) |
| 2,800 |
= = = 0.2889 = 28.89 cM Correct distance = | ½(1,270) + 3×(0) |
| 2,800 |
= = = 0.2268 = 22.68 cM Incorrect distance = | ½(1,270 + 1,472) + 3×(58) |
| 2,800 |
= = = 0.5518 = 55.18 cM Incorrect distance = | ½(58) + 3×(58) |
| 2,800 |
= = = 0.0725 = 7.25 cM Incorrect distance = = = = 0.0621 = 6.21 cM Incorrect
MC ef93_a5ca
Unordered Tetrad Two 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 two 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 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 | | | | | 1,865 |
| 2 | | | | | 1,472 |
| 3 | | | | | 63 |
| TOTAL = | 3,400 |
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 N
distance = | ½(1,472) + 3×(63) |
| 3,400 |
= = = 0.2721 = 27.21 cM Correct distance = | ½(1,865) + 3×(63) |
| 3,400 |
= = = 0.3299 = 32.99 cM Incorrect distance = | ½(1,472 + 1,865) + 3×(63) |
| 3,400 |
= = = 0.5463 = 54.63 cM Incorrect distance = | ½(63) + 3×(63) |
| 3,400 |
= = = 0.0649 = 6.49 cM Incorrect distance = | ½(1,472) + 3×(0) |
| 3,400 |
= = = 0.2165 = 21.65 cM Incorrect distance = | ½(1,865) + 3×(0) |
| 3,400 |
= = = 0.2743 = 27.43 cM Incorrect
MC 5da7_4ceb
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 3,474 |
| 2 | | | | | 2,432 |
| 3 | | | | | 94 |
| 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 T and Y
distance = = = = 0.0470 = 4.70 cM Incorrect distance = | ½(94) + 3×(94) |
| 6,000 |
= = = 0.0548 = 5.48 cM Incorrect distance = | ½(3,474) + 3×(94) |
| 6,000 |
= = = 0.3365 = 33.65 cM Incorrect distance = | ½(3,474) + 3×(0) |
| 6,000 |
= = = 0.2895 = 28.95 cM Incorrect distance = | ½(2,432) + 3×(0) |
| 6,000 |
= = = 0.2027 = 20.27 cM Incorrect distance = | ½(2,432) + 3×(94) |
| 6,000 |
= = = 0.2497 = 24.97 cM Correct
MC 50e2_7eda
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,529 |
| 2 | | | | | 2,354 |
| 3 | | | | | 117 |
| TOTAL = | 5,000 |
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 X and Y
distance = | ½(2,529) + 3×(117) |
| 5,000 |
= = = 0.3231 = 32.31 cM Incorrect distance = | ½(117) + 3×(0) |
| 5,000 |
= = = 0.0117 = 1.17 cM Incorrect distance = | ½(2,354) + 3×(0) |
| 5,000 |
= = = 0.2354 = 23.54 cM Incorrect distance = | ½(0) + 3×(117) |
| 5,000 |
= = = 0.0702 = 7.02 cM Incorrect distance = | ½(2,354 + 2,529) + 3×(117) |
| 5,000 |
= = = 0.5585 = 55.85 cM Incorrect distance = | ½(2,354) + 3×(117) |
| 5,000 |
= = = 0.3056 = 30.56 cM Correct
MC d45a_9f94
Unordered Tetrad Two 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 two 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 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 | | | | | 1,914 |
| 2 | | | | | 1,242 |
| 3 | | | | | 44 |
| TOTAL = | 3,200 |
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(1,914) + 3×(0) |
| 3,200 |
= = = 0.2991 = 29.91 cM Incorrect distance = = = = 0.0069 = 0.69 cM Incorrect distance = | ½(1,242) + 3×(44) |
| 3,200 |
= = = 0.2353 = 23.53 cM Correct distance = | ½(1,914) + 3×(44) |
| 3,200 |
= = = 0.3403 = 34.03 cM Incorrect distance = = = = 0.0413 = 4.12 cM Incorrect distance = | ½(1,242 + 1,914) + 3×(44) |
| 3,200 |
= = = 0.5344 = 53.44 cM Incorrect
MC 4175_7e02
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 150 |
| 2 | | | | | 3,256 |
| 3 | | | | | 3,794 |
| 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 Y
distance = | ½(3,256) + 3×(150) |
| 7,200 |
= = = 0.2886 = 28.86 cM Correct distance = | ½(3,794) + 3×(0) |
| 7,200 |
= = = 0.2635 = 26.35 cM Incorrect distance = | ½(3,256) + 3×(0) |
| 7,200 |
= = = 0.2261 = 22.61 cM Incorrect distance = | ½(3,794) + 3×(150) |
| 7,200 |
= = = 0.3260 = 32.60 cM Incorrect distance = | ½(150) + 3×(150) |
| 7,200 |
= = = 0.0729 = 7.29 cM Incorrect distance = | ½(150) + 3×(0) |
| 7,200 |
= = = 0.0104 = 1.04 cM Incorrect
MC e0aa_d55a
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 154 |
| 2 | | | | | 3,046 |
| 3 | | | | | 3,200 |
| TOTAL = | 6,400 |
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 H
distance = | ½(0) + 3×(154) |
| 6,400 |
= = = 0.0722 = 7.22 cM Incorrect distance = | ½(3,046) + 3×(0) |
| 6,400 |
= = = 0.2380 = 23.80 cM Incorrect distance = | ½(3,200) + 3×(0) |
| 6,400 |
= = = 0.2500 = 25 cM Incorrect distance = | ½(154) + 3×(0) |
| 6,400 |
= = = 0.0120 = 1.20 cM Incorrect distance = | ½(3,046) + 3×(154) |
| 6,400 |
= = = 0.3102 = 31.02 cM Correct distance = | ½(154) + 3×(154) |
| 6,400 |
= = = 0.0842 = 8.42 cM Incorrect
MC 2081_1b57
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 40 |
| 2 | | | | | 1,098 |
| 3 | | | | | 1,662 |
| TOTAL = | 2,800 |
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 K
distance = | ½(1,098) + 3×(40) |
| 2,800 |
= = = 0.2389 = 23.89 cM Correct distance = | ½(40) + 3×(40) |
| 2,800 |
= = = 0.0500 = 5 cM Incorrect distance = = = = 0.0429 = 4.29 cM Incorrect distance = | ½(1,662) + 3×(40) |
| 2,800 |
= = = 0.3396 = 33.96 cM Incorrect distance = | ½(1,098) + 3×(0) |
| 2,800 |
= = = 0.1961 = 19.61 cM Incorrect distance = = = = 0.0071 = 0.71 cM Incorrect
MC b734_0006
Unordered Tetrad Two 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 two 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 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 | | | | | 118 |
| 2 | | | | | 2,820 |
| 3 | | | | | 3,662 |
| 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 N
distance = | ½(0) + 3×(118) |
| 6,600 |
= = = 0.0536 = 5.36 cM Incorrect distance = | ½(118) + 3×(0) |
| 6,600 |
= = = 0.0089 = 0.89 cM Incorrect distance = | ½(2,820) + 3×(118) |
| 6,600 |
= = = 0.2673 = 26.73 cM Correct distance = | ½(2,820) + 3×(0) |
| 6,600 |
= = = 0.2136 = 21.36 cM Incorrect distance = | ½(2,820 + 3,662) + 3×(118) |
| 6,600 |
= = = 0.5447 = 54.47 cM Incorrect distance = | ½(3,662) + 3×(0) |
| 6,600 |
= = = 0.2774 = 27.74 cM Incorrect
MC 85f8_2799
Unordered Tetrad Two 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 two 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 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 | | | | | 157 |
| 2 | | | | | 3,966 |
| 3 | | | | | 5,477 |
| 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 E and P
distance = | ½(5,477) + 3×(157) |
| 9,600 |
= = = 0.3343 = 33.43 cM Incorrect distance = | ½(157) + 3×(0) |
| 9,600 |
= = = 0.0082 = 0.82 cM Incorrect distance = | ½(3,966) + 3×(0) |
| 9,600 |
= = = 0.2066 = 20.66 cM Incorrect distance = | ½(3,966 + 5,477) + 3×(157) |
| 9,600 |
= = = 0.5409 = 54.09 cM Incorrect distance = | ½(0) + 3×(157) |
| 9,600 |
= = = 0.0491 = 4.91 cM Incorrect distance = | ½(3,966) + 3×(157) |
| 9,600 |
= = = 0.2556 = 25.56 cM Correct
MC 7e18_ab50
Unordered Tetrad Two 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 two 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 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 | | | | | 92 |
| 2 | | | | | 2,710 |
| 3 | | | | | 4,398 |
| 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 B and X
distance = | ½(4,398) + 3×(0) |
| 7,200 |
= = = 0.3054 = 30.54 cM Incorrect distance = | ½(2,710) + 3×(92) |
| 7,200 |
= = = 0.2265 = 22.65 cM Correct distance = = = = 0.0383 = 3.83 cM Incorrect distance = | ½(2,710) + 3×(0) |
| 7,200 |
= = = 0.1882 = 18.82 cM Incorrect distance = | ½(4,398) + 3×(92) |
| 7,200 |
= = = 0.3438 = 34.38 cM Incorrect distance = = = = 0.0064 = 0.64 cM Incorrect
MC 29ad_b39e
Unordered Tetrad Two 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 two 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 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 | | | | | 1,198 |
| 2 | | | | | 774 |
| 3 | | | | | 28 |
| TOTAL = | 2,000 |
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 W
distance = | ½(774 + 1,198) + 3×(28) |
| 2,000 |
= = = 0.5350 = 53.50 cM Incorrect distance = | ½(1,198) + 3×(28) |
| 2,000 |
= = = 0.3415 = 34.15 cM Incorrect distance = = = = 0.0070 = 0.70 cM Incorrect distance = | ½(28) + 3×(28) |
| 2,000 |
= = = 0.0490 = 4.90 cM Incorrect distance = = = = 0.0420 = 4.20 cM Incorrect distance = | ½(774) + 3×(28) |
| 2,000 |
= = = 0.2355 = 23.55 cM Correct
MC 3602_0735
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 106 |
| 2 | | | | | 3,042 |
| 3 | | | | | 4,852 |
| TOTAL = | 8,000 |
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 T
distance = | ½(3,042) + 3×(106) |
| 8,000 |
= = = 0.2299 = 22.99 cM Correct distance = | ½(3,042 + 4,852) + 3×(106) |
| 8,000 |
= = = 0.5331 = 53.31 cM Incorrect distance = | ½(0) + 3×(106) |
| 8,000 |
= = = 0.0398 = 3.98 cM Incorrect distance = | ½(106) + 3×(0) |
| 8,000 |
= = = 0.0066 = 0.66 cM Incorrect distance = | ½(4,852) + 3×(106) |
| 8,000 |
= = = 0.3430 = 34.30 cM Incorrect distance = | ½(3,042) + 3×(0) |
| 8,000 |
= = = 0.1901 = 19.01 cM Incorrect
MC c8f1_6eec
Unordered Tetrad Two 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 two 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 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 | | | | | 1,289 |
| 2 | | | | | 690 |
| 3 | | | | | 21 |
| TOTAL = | 2,000 |
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 H
distance = = = = 0.0315 = 3.15 cM Incorrect distance = = = = 0.0053 = 0.53 cM Incorrect distance = | ½(1,289) + 3×(0) |
| 2,000 |
= = = 0.3222 = 32.23 cM Incorrect distance = | ½(690) + 3×(21) |
| 2,000 |
= = = 0.2040 = 20.40 cM Correct distance = | ½(1,289) + 3×(21) |
| 2,000 |
= = = 0.3538 = 35.38 cM Incorrect distance = | ½(690 + 1,289) + 3×(21) |
| 2,000 |
= = = 0.5262 = 52.62 cM Incorrect
MC cf2b_4ae0
Unordered Tetrad Two 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 two 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 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 | | | | | 704 |
| 3 | | | | | 866 |
| TOTAL = | 1,600 |
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 T
distance = | ½(30) + 3×(30) |
| 1,600 |
= = = 0.0656 = 6.56 cM Incorrect distance = | ½(866) + 3×(30) |
| 1,600 |
= = = 0.3269 = 32.69 cM Incorrect distance = | ½(704) + 3×(30) |
| 1,600 |
= = = 0.2762 = 27.62 cM Correct distance = | ½(704 + 866) + 3×(30) |
| 1,600 |
= = = 0.5469 = 54.69 cM Incorrect distance = | ½(866) + 3×(0) |
| 1,600 |
= = = 0.2706 = 27.06 cM Incorrect distance = = = = 0.0094 = 0.94 cM Incorrect
MC dd53_a77d
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 117 |
| 2 | | | | | 2,964 |
| 3 | | | | | 4,119 |
| 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 A and J
distance = | ½(4,119) + 3×(117) |
| 7,200 |
= = = 0.3348 = 33.48 cM Incorrect distance = | ½(0) + 3×(117) |
| 7,200 |
= = = 0.0488 = 4.88 cM Incorrect distance = | ½(2,964) + 3×(117) |
| 7,200 |
= = = 0.2546 = 25.46 cM Correct distance = | ½(2,964 + 4,119) + 3×(117) |
| 7,200 |
= = = 0.5406 = 54.06 cM Incorrect distance = | ½(4,119) + 3×(0) |
| 7,200 |
= = = 0.2860 = 28.60 cM Incorrect distance = | ½(2,964) + 3×(0) |
| 7,200 |
= = = 0.2058 = 20.58 cM Incorrect
MC e9d6_be3b
Unordered Tetrad Two 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 two 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 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 | | | | | 1,775 |
| 2 | | | | | 994 |
| 3 | | | | | 31 |
| TOTAL = | 2,800 |
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 N
distance = | ½(994 + 1,775) + 3×(31) |
| 2,800 |
= = = 0.5277 = 52.77 cM Incorrect distance = | ½(994) + 3×(31) |
| 2,800 |
= = = 0.2107 = 21.07 cM Correct distance = | ½(1,775) + 3×(0) |
| 2,800 |
= = = 0.3170 = 31.70 cM Incorrect distance = | ½(994) + 3×(0) |
| 2,800 |
= = = 0.1775 = 17.75 cM Incorrect distance = = = = 0.0332 = 3.32 cM Incorrect distance = | ½(31) + 3×(31) |
| 2,800 |
= = = 0.0387 = 3.88 cM Incorrect
MC fbf6_d940
Unordered Tetrad Two 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 two 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 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 | | | | | 2,806 |
| 2 | | | | | 2,478 |
| 3 | | | | | 116 |
| 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 B and M
distance = | ½(116) + 3×(0) |
| 5,400 |
= = = 0.0107 = 1.07 cM Incorrect distance = | ½(2,478) + 3×(0) |
| 5,400 |
= = = 0.2294 = 22.94 cM Incorrect distance = | ½(2,478 + 2,806) + 3×(116) |
| 5,400 |
= = = 0.5537 = 55.37 cM Incorrect distance = | ½(0) + 3×(116) |
| 5,400 |
= = = 0.0644 = 6.44 cM Incorrect distance = | ½(2,478) + 3×(116) |
| 5,400 |
= = = 0.2939 = 29.39 cM Correct distance = | ½(116) + 3×(116) |
| 5,400 |
= = = 0.0752 = 7.52 cM Incorrect
MC a7f2_3ad0
Unordered Tetrad Two 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 two 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 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 | | | | | 5,533 |
| 2 | | | | | 3,916 |
| 3 | | | | | 151 |
| 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 W
distance = | ½(151) + 3×(0) |
| 9,600 |
= = = 0.0079 = 0.79 cM Incorrect distance = | ½(0) + 3×(151) |
| 9,600 |
= = = 0.0472 = 4.72 cM Incorrect distance = | ½(5,533) + 3×(151) |
| 9,600 |
= = = 0.3354 = 33.54 cM Incorrect distance = | ½(3,916 + 5,533) + 3×(151) |
| 9,600 |
= = = 0.5393 = 53.93 cM Incorrect distance = | ½(3,916) + 3×(151) |
| 9,600 |
= = = 0.2511 = 25.11 cM Correct distance = | ½(151) + 3×(151) |
| 9,600 |
= = = 0.0551 = 5.51 cM Incorrect
MC 7cf2_5341
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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.
- 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 | | | | | 86 |
| 2 | | | | | 1,768 |
| 3 | | | | | 1,946 |
| TOTAL = | 3,800 |
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 R and X
distance = = = = 0.0679 = 6.79 cM Incorrect distance = | ½(1,768 + 1,946) + 3×(86) |
| 3,800 |
= = = 0.5566 = 55.66 cM Incorrect distance = | ½(1,768) + 3×(86) |
| 3,800 |
= = = 0.3005 = 30.05 cM Correct distance = | ½(86) + 3×(86) |
| 3,800 |
= = = 0.0792 = 7.92 cM Incorrect distance = | ½(1,768) + 3×(0) |
| 3,800 |
= = = 0.2326 = 23.26 cM Incorrect distance = | ½(1,946) + 3×(0) |
| 3,800 |
= = = 0.2561 = 25.61 cM Incorrect
MC 53eb_8e20
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 41 |
| 2 | | | | | 1,004 |
| 3 | | | | | 1,355 |
| TOTAL = | 2,400 |
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(41) + 3×(41) |
| 2,400 |
= = = 0.0598 = 5.98 cM Incorrect distance = | ½(1,004) + 3×(41) |
| 2,400 |
= = = 0.2604 = 26.04 cM Correct distance = = = = 0.0512 = 5.12 cM Incorrect distance = | ½(1,355) + 3×(41) |
| 2,400 |
= = = 0.3335 = 33.35 cM Incorrect distance = = = = 0.0085 = 0.85 cM Incorrect distance = | ½(1,004) + 3×(0) |
| 2,400 |
= = = 0.2092 = 20.92 cM Incorrect
MC 59e3_4062
Unordered Tetrad Two 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 two 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 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 | | | | | 1,129 |
| 2 | | | | | 1,022 |
| 3 | | | | | 49 |
| TOTAL = | 2,200 |
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(1,022) + 3×(0) |
| 2,200 |
= = = 0.2323 = 23.23 cM Incorrect distance = | ½(1,022 + 1,129) + 3×(49) |
| 2,200 |
= = = 0.5557 = 55.57 cM Incorrect distance = | ½(49) + 3×(49) |
| 2,200 |
= = = 0.0780 = 7.80 cM Incorrect distance = | ½(1,022) + 3×(49) |
| 2,200 |
= = = 0.2991 = 29.91 cM Correct distance = | ½(1,129) + 3×(49) |
| 2,200 |
= = = 0.3234 = 32.34 cM Incorrect distance = | ½(1,129) + 3×(0) |
| 2,200 |
= = = 0.2566 = 25.66 cM Incorrect
MC c0f1_1621
Unordered Tetrad Two 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 two 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 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 | | | | | 4,614 |
| 2 | | | | | 4,550 |
| 3 | | | | | 236 |
| TOTAL = | 9,400 |
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(4,614) + 3×(0) |
| 9,400 |
= = = 0.2454 = 24.54 cM Incorrect distance = | ½(4,550 + 4,614) + 3×(236) |
| 9,400 |
= = = 0.5628 = 56.28 cM Incorrect distance = | ½(236) + 3×(236) |
| 9,400 |
= = = 0.0879 = 8.79 cM Incorrect distance = | ½(236) + 3×(0) |
| 9,400 |
= = = 0.0126 = 1.26 cM Incorrect distance = | ½(4,550) + 3×(236) |
| 9,400 |
= = = 0.3173 = 31.73 cM Correct distance = | ½(0) + 3×(236) |
| 9,400 |
= = = 0.0753 = 7.53 cM Incorrect
MC a412_7e7d
Unordered Tetrad Two 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 two 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 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 | | | | | 3,528 |
| 2 | | | | | 2,756 |
| 3 | | | | | 116 |
| TOTAL = | 6,400 |
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 R
distance = | ½(116) + 3×(116) |
| 6,400 |
= = = 0.0634 = 6.34 cM Incorrect distance = | ½(0) + 3×(116) |
| 6,400 |
= = = 0.0544 = 5.44 cM Incorrect distance = | ½(2,756) + 3×(0) |
| 6,400 |
= = = 0.2153 = 21.53 cM Incorrect distance = | ½(3,528) + 3×(0) |
| 6,400 |
= = = 0.2756 = 27.56 cM Incorrect distance = | ½(3,528) + 3×(116) |
| 6,400 |
= = = 0.3300 = 33 cM Incorrect distance = | ½(2,756) + 3×(116) |
| 6,400 |
= = = 0.2697 = 26.97 cM Correct
MC d63b_b652
Unordered Tetrad Two 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 two 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 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 | | | | | 3,395 |
| 2 | | | | | 3,058 |
| 3 | | | | | 147 |
| 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 B and M
distance = | ½(3,395) + 3×(147) |
| 6,600 |
= = = 0.3240 = 32.40 cM Incorrect distance = | ½(147) + 3×(147) |
| 6,600 |
= = = 0.0780 = 7.80 cM Incorrect distance = | ½(3,058) + 3×(147) |
| 6,600 |
= = = 0.2985 = 29.85 cM Correct distance = | ½(147) + 3×(0) |
| 6,600 |
= = = 0.0111 = 1.11 cM Incorrect distance = | ½(3,058) + 3×(0) |
| 6,600 |
= = = 0.2317 = 23.17 cM Incorrect distance = | ½(3,058 + 3,395) + 3×(147) |
| 6,600 |
= = = 0.5557 = 55.57 cM Incorrect
MC 62e9_7912
Unordered Tetrad Two 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 two 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 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 | | | | | 3,680 |
| 2 | | | | | 2,618 |
| 3 | | | | | 102 |
| TOTAL = | 6,400 |
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 M
distance = | ½(102) + 3×(102) |
| 6,400 |
= = = 0.0558 = 5.58 cM Incorrect distance = | ½(2,618) + 3×(0) |
| 6,400 |
= = = 0.2045 = 20.45 cM Incorrect distance = | ½(3,680) + 3×(0) |
| 6,400 |
= = = 0.2875 = 28.75 cM Incorrect distance = | ½(2,618 + 3,680) + 3×(102) |
| 6,400 |
= = = 0.5398 = 53.98 cM Incorrect distance = | ½(2,618) + 3×(102) |
| 6,400 |
= = = 0.2523 = 25.23 cM Correct distance = | ½(0) + 3×(102) |
| 6,400 |
= = = 0.0478 = 4.78 cM Incorrect
MC c29f_0ea8
Unordered Tetrad Two 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 two 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 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 | | | | | 212 |
| 2 | | | | | 4,372 |
| 3 | | | | | 4,816 |
| TOTAL = | 9,400 |
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 W and Y
distance = | ½(212) + 3×(212) |
| 9,400 |
= = = 0.0789 = 7.89 cM Incorrect distance = | ½(4,816) + 3×(212) |
| 9,400 |
= = = 0.3238 = 32.38 cM Incorrect distance = | ½(4,372) + 3×(212) |
| 9,400 |
= = = 0.3002 = 30.02 cM Correct distance = | ½(0) + 3×(212) |
| 9,400 |
= = = 0.0677 = 6.77 cM Incorrect distance = | ½(4,372) + 3×(0) |
| 9,400 |
= = = 0.2326 = 23.26 cM Incorrect distance = | ½(4,372 + 4,816) + 3×(212) |
| 9,400 |
= = = 0.5564 = 55.64 cM Incorrect
MC 6fb1_33de
Unordered Tetrad Two 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 two 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 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 | | | | | 2,570 |
| 2 | | | | | 2,502 |
| 3 | | | | | 128 |
| TOTAL = | 5,200 |
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(2,502) + 3×(128) |
| 5,200 |
= = = 0.3144 = 31.44 cM Correct distance = | ½(2,502) + 3×(0) |
| 5,200 |
= = = 0.2406 = 24.06 cM Incorrect distance = | ½(2,570) + 3×(128) |
| 5,200 |
= = = 0.3210 = 32.10 cM Incorrect distance = | ½(2,502 + 2,570) + 3×(128) |
| 5,200 |
= = = 0.5615 = 56.15 cM Incorrect distance = | ½(2,570) + 3×(0) |
| 5,200 |
= = = 0.2471 = 24.71 cM Incorrect distance = | ½(128) + 3×(0) |
| 5,200 |
= = = 0.0123 = 1.23 cM Incorrect
MC d3d1_fb62
Unordered Tetrad Two 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 two 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 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 | | | | | 89 |
| 2 | | | | | 2,838 |
| 3 | | | | | 5,073 |
| TOTAL = | 8,000 |
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 K
distance = | ½(89) + 3×(89) |
| 8,000 |
= = = 0.0389 = 3.89 cM Incorrect distance = | ½(2,838 + 5,073) + 3×(89) |
| 8,000 |
= = = 0.5278 = 52.78 cM Incorrect distance = | ½(2,838) + 3×(0) |
| 8,000 |
= = = 0.1774 = 17.74 cM Incorrect distance = | ½(2,838) + 3×(89) |
| 8,000 |
= = = 0.2107 = 21.07 cM Correct distance = | ½(5,073) + 3×(89) |
| 8,000 |
= = = 0.3504 = 35.04 cM Incorrect distance = | ½(5,073) + 3×(0) |
| 8,000 |
= = = 0.3171 = 31.71 cM Incorrect
MC 6596_a0e4
Unordered Tetrad Two 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 two 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 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 | | | | | 28 |
| 2 | | | | | 770 |
| 3 | | | | | 1,202 |
| TOTAL = | 2,000 |
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 X
distance = | ½(770 + 1,202) + 3×(28) |
| 2,000 |
= = = 0.5350 = 53.50 cM Incorrect distance = | ½(1,202) + 3×(28) |
| 2,000 |
= = = 0.3425 = 34.25 cM Incorrect distance = = = = 0.0420 = 4.20 cM Incorrect distance = | ½(1,202) + 3×(0) |
| 2,000 |
= = = 0.3005 = 30.05 cM Incorrect distance = | ½(770) + 3×(28) |
| 2,000 |
= = = 0.2345 = 23.45 cM Correct distance = | ½(28) + 3×(28) |
| 2,000 |
= = = 0.0490 = 4.90 cM Incorrect
MC 92d7_c1e3
Unordered Tetrad Two 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 two 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 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 | | | | | 61 |
| 2 | | | | | 1,512 |
| 3 | | | | | 2,027 |
| 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 B and Y
distance = | ½(61) + 3×(61) |
| 3,600 |
= = = 0.0593 = 5.93 cM Incorrect distance = | ½(1,512) + 3×(61) |
| 3,600 |
= = = 0.2608 = 26.08 cM Correct distance = | ½(1,512 + 2,027) + 3×(61) |
| 3,600 |
= = = 0.5424 = 54.24 cM Incorrect distance = = = = 0.0508 = 5.08 cM Incorrect distance = | ½(1,512) + 3×(0) |
| 3,600 |
= = = 0.2100 = 21 cM Incorrect distance = | ½(2,027) + 3×(61) |
| 3,600 |
= = = 0.3324 = 33.24 cM Incorrect
MC 4df5_5940
Unordered Tetrad Two 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 two 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 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 | | | | | 71 |
| 2 | | | | | 2,100 |
| 3 | | | | | 3,429 |
| TOTAL = | 5,600 |
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 Y
distance = | ½(2,100 + 3,429) + 3×(71) |
| 5,600 |
= = = 0.5317 = 53.17 cM Incorrect distance = | ½(71) + 3×(71) |
| 5,600 |
= = = 0.0444 = 4.44 cM Incorrect distance = | ½(2,100) + 3×(71) |
| 5,600 |
= = = 0.2255 = 22.55 cM Correct distance = | ½(3,429) + 3×(71) |
| 5,600 |
= = = 0.3442 = 34.42 cM Incorrect distance = | ½(2,100) + 3×(0) |
| 5,600 |
= = = 0.1875 = 18.75 cM Incorrect distance = = = = 0.0380 = 3.80 cM Incorrect
MC 6b98_b09e
Unordered Tetrad Two 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 two 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 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 | | | | | 99 |
| 2 | | | | | 2,440 |
| 3 | | | | | 3,261 |
| TOTAL = | 5,800 |
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 = = = = 0.0085 = 0.85 cM Incorrect distance = = = = 0.0512 = 5.12 cM Incorrect distance = | ½(99) + 3×(99) |
| 5,800 |
= = = 0.0597 = 5.97 cM Incorrect distance = | ½(2,440) + 3×(0) |
| 5,800 |
= = = 0.2103 = 21.03 cM Incorrect distance = | ½(2,440) + 3×(99) |
| 5,800 |
= = = 0.2616 = 26.16 cM Correct distance = | ½(3,261) + 3×(0) |
| 5,800 |
= = = 0.2811 = 28.11 cM Incorrect
MC a640_6b0f
Unordered Tetrad Two 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 two 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 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 | | | | | 4,652 |
| 2 | | | | | 4,516 |
| 3 | | | | | 232 |
| TOTAL = | 9,400 |
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 K
distance = | ½(4,516) + 3×(0) |
| 9,400 |
= = = 0.2402 = 24.02 cM Incorrect distance = | ½(232) + 3×(232) |
| 9,400 |
= = = 0.0864 = 8.64 cM Incorrect distance = | ½(4,516) + 3×(232) |
| 9,400 |
= = = 0.3143 = 31.43 cM Correct distance = | ½(0) + 3×(232) |
| 9,400 |
= = = 0.0740 = 7.40 cM Incorrect distance = | ½(4,652) + 3×(0) |
| 9,400 |
= = = 0.2474 = 24.74 cM Incorrect distance = | ½(4,516 + 4,652) + 3×(232) |
| 9,400 |
= = = 0.5617 = 56.17 cM Incorrect
MC 3728_2a84
Unordered Tetrad Two 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 two 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 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 | | | | | 70 |
| 2 | | | | | 1,902 |
| 3 | | | | | 2,828 |
| 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 F and W
distance = | ½(70) + 3×(70) |
| 4,800 |
= = = 0.0510 = 5.10 cM Incorrect distance = | ½(1,902 + 2,828) + 3×(70) |
| 4,800 |
= = = 0.5365 = 53.65 cM Incorrect distance = = = = 0.0437 = 4.38 cM Incorrect distance = | ½(1,902) + 3×(70) |
| 4,800 |
= = = 0.2419 = 24.19 cM Correct distance = | ½(2,828) + 3×(70) |
| 4,800 |
= = = 0.3383 = 33.83 cM Incorrect distance = | ½(2,828) + 3×(0) |
| 4,800 |
= = = 0.2946 = 29.46 cM Incorrect
MC cb90_5484
Unordered Tetrad Two 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 two 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 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 | | | | | 109 |
| 2 | | | | | 2,412 |
| 3 | | | | | 2,879 |
| 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 H and X
distance = | ½(2,412 + 2,879) + 3×(109) |
| 5,400 |
= = = 0.5505 = 55.05 cM Incorrect distance = | ½(0) + 3×(109) |
| 5,400 |
= = = 0.0606 = 6.06 cM Incorrect distance = | ½(2,879) + 3×(109) |
| 5,400 |
= = = 0.3271 = 32.71 cM Incorrect distance = | ½(109) + 3×(0) |
| 5,400 |
= = = 0.0101 = 1.01 cM Incorrect distance = | ½(109) + 3×(109) |
| 5,400 |
= = = 0.0706 = 7.06 cM Incorrect distance = | ½(2,412) + 3×(109) |
| 5,400 |
= = = 0.2839 = 28.39 cM Correct
MC c776_ef90
Unordered Tetrad Two 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 two 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 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 | | | | | 3,131 |
| 2 | | | | | 2,924 |
| 3 | | | | | 145 |
| TOTAL = | 6,200 |
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 T
distance = | ½(2,924 + 3,131) + 3×(145) |
| 6,200 |
= = = 0.5585 = 55.85 cM Incorrect distance = | ½(2,924) + 3×(145) |
| 6,200 |
= = = 0.3060 = 30.60 cM Correct distance = | ½(3,131) + 3×(0) |
| 6,200 |
= = = 0.2525 = 25.25 cM Incorrect distance = | ½(145) + 3×(145) |
| 6,200 |
= = = 0.0819 = 8.19 cM Incorrect distance = | ½(2,924) + 3×(0) |
| 6,200 |
= = = 0.2358 = 23.58 cM Incorrect distance = | ½(145) + 3×(0) |
| 6,200 |
= = = 0.0117 = 1.17 cM Incorrect
MC 9cb1_5a8d
Unordered Tetrad Two 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 two 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 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 | | | | | 5,845 |
| 2 | | | | | 3,254 |
| 3 | | | | | 101 |
| TOTAL = | 9,200 |
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 Y
distance = | ½(3,254) + 3×(101) |
| 9,200 |
= = = 0.2098 = 20.98 cM Correct distance = | ½(3,254) + 3×(0) |
| 9,200 |
= = = 0.1768 = 17.68 cM Incorrect distance = | ½(3,254 + 5,845) + 3×(101) |
| 9,200 |
= = = 0.5274 = 52.74 cM Incorrect distance = | ½(101) + 3×(101) |
| 9,200 |
= = = 0.0384 = 3.84 cM Incorrect distance = | ½(5,845) + 3×(101) |
| 9,200 |
= = = 0.3506 = 35.06 cM Incorrect distance = | ½(101) + 3×(0) |
| 9,200 |
= = = 0.0055 = 0.55 cM Incorrect
MC e714_7120
Unordered Tetrad Two 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 two 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 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 | | | | | 1,309 |
| 2 | | | | | 1,230 |
| 3 | | | | | 61 |
| TOTAL = | 2,600 |
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(1,230) + 3×(61) |
| 2,600 |
= = = 0.3069 = 30.69 cM Correct distance = | ½(1,230) + 3×(0) |
| 2,600 |
= = = 0.2365 = 23.65 cM Incorrect distance = = = = 0.0704 = 7.04 cM Incorrect distance = | ½(61) + 3×(61) |
| 2,600 |
= = = 0.0821 = 8.21 cM Incorrect distance = = = = 0.0117 = 1.17 cM Incorrect distance = | ½(1,309) + 3×(61) |
| 2,600 |
= = = 0.3221 = 32.21 cM Incorrect
MC 882d_9558
Unordered Tetrad Two 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 two 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 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 | | | | | 2,400 |
| 2 | | | | | 2,102 |
| 3 | | | | | 98 |
| TOTAL = | 4,600 |
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 Y
distance = = = = 0.0107 = 1.07 cM Incorrect distance = | ½(98) + 3×(98) |
| 4,600 |
= = = 0.0746 = 7.46 cM Incorrect distance = | ½(2,400) + 3×(0) |
| 4,600 |
= = = 0.2609 = 26.09 cM Incorrect distance = | ½(2,102 + 2,400) + 3×(98) |
| 4,600 |
= = = 0.5533 = 55.33 cM Incorrect distance = | ½(2,102) + 3×(0) |
| 4,600 |
= = = 0.2285 = 22.85 cM Incorrect distance = | ½(2,102) + 3×(98) |
| 4,600 |
= = = 0.2924 = 29.24 cM Correct
MC d214_3c21
Unordered Tetrad Two 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 two 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 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 | | | | | 129 |
| 2 | | | | | 2,922 |
| 3 | | | | | 3,549 |
| 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 A and P
distance = | ½(129) + 3×(0) |
| 6,600 |
= = = 0.0098 = 0.98 cM Incorrect distance = | ½(2,922) + 3×(0) |
| 6,600 |
= = = 0.2214 = 22.14 cM Incorrect distance = | ½(3,549) + 3×(0) |
| 6,600 |
= = = 0.2689 = 26.89 cM Incorrect distance = | ½(2,922) + 3×(129) |
| 6,600 |
= = = 0.2800 = 28 cM Correct distance = | ½(2,922 + 3,549) + 3×(129) |
| 6,600 |
= = = 0.5489 = 54.89 cM Incorrect distance = | ½(129) + 3×(129) |
| 6,600 |
= = = 0.0684 = 6.84 cM Incorrect
MC 8aca_b819
Unordered Tetrad Two 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 two 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 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 | | | | | 3,552 |
| 2 | | | | | 2,548 |
| 3 | | | | | 100 |
| TOTAL = | 6,200 |
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 K
distance = | ½(2,548) + 3×(100) |
| 6,200 |
= = = 0.2539 = 25.39 cM Correct distance = | ½(2,548 + 3,552) + 3×(100) |
| 6,200 |
= = = 0.5403 = 54.03 cM Incorrect distance = | ½(3,552) + 3×(100) |
| 6,200 |
= = = 0.3348 = 33.48 cM Incorrect distance = | ½(0) + 3×(100) |
| 6,200 |
= = = 0.0484 = 4.84 cM Incorrect distance = | ½(3,552) + 3×(0) |
| 6,200 |
= = = 0.2865 = 28.65 cM Incorrect distance = | ½(100) + 3×(100) |
| 6,200 |
= = = 0.0565 = 5.65 cM Incorrect
MC fad1_0cd1
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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.
- 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 | | | | | 1,773 |
| 2 | | | | | 996 |
| 3 | | | | | 31 |
| TOTAL = | 2,800 |
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 X
distance = | ½(1,773) + 3×(31) |
| 2,800 |
= = = 0.3498 = 34.98 cM Incorrect distance = = = = 0.0055 = 0.55 cM Incorrect distance = | ½(1,773) + 3×(0) |
| 2,800 |
= = = 0.3166 = 31.66 cM Incorrect distance = | ½(996) + 3×(31) |
| 2,800 |
= = = 0.2111 = 21.11 cM Correct distance = | ½(996 + 1,773) + 3×(31) |
| 2,800 |
= = = 0.5277 = 52.77 cM Incorrect distance = | ½(996) + 3×(0) |
| 2,800 |
= = = 0.1779 = 17.79 cM Incorrect
MC 297a_abc2
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,863 |
| 2 | | | | | 1,870 |
| 3 | | | | | 67 |
| 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 T and W
distance = | ½(67) + 3×(67) |
| 4,800 |
= = = 0.0489 = 4.89 cM Incorrect distance = | ½(1,870 + 2,863) + 3×(67) |
| 4,800 |
= = = 0.5349 = 53.49 cM Incorrect distance = = = = 0.0419 = 4.19 cM Incorrect distance = | ½(1,870) + 3×(67) |
| 4,800 |
= = = 0.2367 = 23.67 cM Correct distance = | ½(1,870) + 3×(0) |
| 4,800 |
= = = 0.1948 = 19.48 cM Incorrect distance = | ½(2,863) + 3×(0) |
| 4,800 |
= = = 0.2982 = 29.82 cM Incorrect
MC 6706_52e1
Unordered Tetrad Two 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 two 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 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 | | | | | 2,158 |
| 2 | | | | | 1,204 |
| 3 | | | | | 38 |
| TOTAL = | 3,400 |
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 R
distance = = = = 0.0056 = 0.56 cM Incorrect distance = | ½(2,158) + 3×(0) |
| 3,400 |
= = = 0.3174 = 31.74 cM Incorrect distance = | ½(1,204 + 2,158) + 3×(38) |
| 3,400 |
= = = 0.5279 = 52.79 cM Incorrect distance = | ½(1,204) + 3×(0) |
| 3,400 |
= = = 0.1771 = 17.71 cM Incorrect distance = = = = 0.0335 = 3.35 cM Incorrect distance = | ½(1,204) + 3×(38) |
| 3,400 |
= = = 0.2106 = 21.06 cM Correct
MC b533_48a9
Unordered Tetrad Two 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 two 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 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 | | | | | 32 |
| 2 | | | | | 718 |
| 3 | | | | | 850 |
| TOTAL = | 1,600 |
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 T
distance = | ½(32) + 3×(32) |
| 1,600 |
= = = 0.0700 = 7 cM Incorrect distance = | ½(718 + 850) + 3×(32) |
| 1,600 |
= = = 0.5500 = 55 cM Incorrect distance = | ½(850) + 3×(32) |
| 1,600 |
= = = 0.3256 = 32.56 cM Incorrect distance = | ½(718) + 3×(32) |
| 1,600 |
= = = 0.2844 = 28.44 cM Correct distance = = = = 0.0100 = 1 cM Incorrect distance = | ½(850) + 3×(0) |
| 1,600 |
= = = 0.2656 = 26.56 cM Incorrect
MC bdd3_97d8
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 4,730 |
| 2 | | | | | 2,780 |
| 3 | | | | | 90 |
| TOTAL = | 7,600 |
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 T and Y
distance = | ½(2,780) + 3×(90) |
| 7,600 |
= = = 0.2184 = 21.84 cM Correct distance = | ½(4,730) + 3×(90) |
| 7,600 |
= = = 0.3467 = 34.67 cM Incorrect distance = = = = 0.0355 = 3.55 cM Incorrect distance = | ½(4,730) + 3×(0) |
| 7,600 |
= = = 0.3112 = 31.12 cM Incorrect distance = | ½(2,780 + 4,730) + 3×(90) |
| 7,600 |
= = = 0.5296 = 52.96 cM Incorrect distance = | ½(90) + 3×(90) |
| 7,600 |
= = = 0.0414 = 4.14 cM Incorrect
MC ae6e_136f
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 15 |
| 2 | | | | | 496 |
| 3 | | | | | 889 |
| TOTAL = | 1,400 |
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(15) + 3×(15) |
| 1,400 |
= = = 0.0375 = 3.75 cM Incorrect distance = | ½(496) + 3×(15) |
| 1,400 |
= = = 0.2093 = 20.93 cM Correct distance = | ½(889) + 3×(0) |
| 1,400 |
= = = 0.3175 = 31.75 cM Incorrect distance = | ½(496) + 3×(0) |
| 1,400 |
= = = 0.1771 = 17.71 cM Incorrect distance = = = = 0.0054 = 0.54 cM Incorrect distance = | ½(496 + 889) + 3×(15) |
| 1,400 |
= = = 0.5268 = 52.68 cM Incorrect
MC b40a_d170
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 1,969 |
| 2 | | | | | 1,748 |
| 3 | | | | | 83 |
| TOTAL = | 3,800 |
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 H
distance = = = = 0.0655 = 6.55 cM Incorrect distance = | ½(1,969) + 3×(83) |
| 3,800 |
= = = 0.3246 = 32.46 cM Incorrect distance = = = = 0.0109 = 1.09 cM Incorrect distance = | ½(1,969) + 3×(0) |
| 3,800 |
= = = 0.2591 = 25.91 cM Incorrect distance = | ½(1,748) + 3×(83) |
| 3,800 |
= = = 0.2955 = 29.55 cM Correct distance = | ½(1,748 + 1,969) + 3×(83) |
| 3,800 |
= = = 0.5546 = 55.46 cM Incorrect
MC 9374_3fd5
Unordered Tetrad Two 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 two 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 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 | | | | | 5,927 |
| 2 | | | | | 3,366 |
| 3 | | | | | 107 |
| TOTAL = | 9,400 |
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 R
distance = | ½(107) + 3×(107) |
| 9,400 |
= = = 0.0398 = 3.98 cM Incorrect distance = | ½(3,366) + 3×(107) |
| 9,400 |
= = = 0.2132 = 21.32 cM Correct distance = | ½(3,366) + 3×(0) |
| 9,400 |
= = = 0.1790 = 17.90 cM Incorrect distance = | ½(5,927) + 3×(107) |
| 9,400 |
= = = 0.3494 = 34.94 cM Incorrect distance = | ½(5,927) + 3×(0) |
| 9,400 |
= = = 0.3153 = 31.53 cM Incorrect distance = | ½(107) + 3×(0) |
| 9,400 |
= = = 0.0057 = 0.57 cM Incorrect
MC e344_4abc
Unordered Tetrad Two 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 two 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 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 | | | | | 176 |
| 2 | | | | | 3,864 |
| 3 | | | | | 4,560 |
| TOTAL = | 8,600 |
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 H
distance = | ½(176) + 3×(0) |
| 8,600 |
= = = 0.0102 = 1.02 cM Incorrect distance = | ½(3,864) + 3×(176) |
| 8,600 |
= = = 0.2860 = 28.60 cM Correct distance = | ½(0) + 3×(176) |
| 8,600 |
= = = 0.0614 = 6.14 cM Incorrect distance = | ½(3,864) + 3×(0) |
| 8,600 |
= = = 0.2247 = 22.47 cM Incorrect distance = | ½(176) + 3×(176) |
| 8,600 |
= = = 0.0716 = 7.16 cM Incorrect distance = | ½(3,864 + 4,560) + 3×(176) |
| 8,600 |
= = = 0.5512 = 55.12 cM Incorrect
MC bc9b_d09b
Unordered Tetrad Two 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 two 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 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 | | | | | 5,238 |
| 2 | | | | | 3,250 |
| 3 | | | | | 112 |
| TOTAL = | 8,600 |
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 K
distance = | ½(0) + 3×(112) |
| 8,600 |
= = = 0.0391 = 3.91 cM Incorrect distance = | ½(3,250 + 5,238) + 3×(112) |
| 8,600 |
= = = 0.5326 = 53.26 cM Incorrect distance = | ½(5,238) + 3×(0) |
| 8,600 |
= = = 0.3045 = 30.45 cM Incorrect distance = | ½(3,250) + 3×(112) |
| 8,600 |
= = = 0.2280 = 22.80 cM Correct distance = | ½(112) + 3×(112) |
| 8,600 |
= = = 0.0456 = 4.56 cM Incorrect distance = | ½(112) + 3×(0) |
| 8,600 |
= = = 0.0065 = 0.65 cM Incorrect
MC 741b_1684
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 4,758 |
| 2 | | | | | 2,564 |
| 3 | | | | | 78 |
| TOTAL = | 7,400 |
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 H
distance = | ½(2,564) + 3×(78) |
| 7,400 |
= = = 0.2049 = 20.49 cM Correct distance = | ½(4,758) + 3×(78) |
| 7,400 |
= = = 0.3531 = 35.31 cM Incorrect distance = = = = 0.0053 = 0.53 cM Incorrect distance = | ½(2,564 + 4,758) + 3×(78) |
| 7,400 |
= = = 0.5264 = 52.64 cM Incorrect distance = | ½(4,758) + 3×(0) |
| 7,400 |
= = = 0.3215 = 32.15 cM Incorrect distance = | ½(78) + 3×(78) |
| 7,400 |
= = = 0.0369 = 3.69 cM Incorrect
MC 6038_680f
Unordered Tetrad Two 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 two 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 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 | | | | | 4,218 |
| 2 | | | | | 3,616 |
| 3 | | | | | 166 |
| TOTAL = | 8,000 |
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(4,218) + 3×(0) |
| 8,000 |
= = = 0.2636 = 26.36 cM Incorrect distance = | ½(3,616 + 4,218) + 3×(166) |
| 8,000 |
= = = 0.5519 = 55.19 cM Incorrect distance = | ½(0) + 3×(166) |
| 8,000 |
= = = 0.0622 = 6.22 cM Incorrect distance = | ½(3,616) + 3×(166) |
| 8,000 |
= = = 0.2883 = 28.82 cM Correct distance = | ½(4,218) + 3×(166) |
| 8,000 |
= = = 0.3259 = 32.59 cM Incorrect distance = | ½(166) + 3×(0) |
| 8,000 |
= = = 0.0104 = 1.04 cM Incorrect
MC d3f7_18d7
Unordered Tetrad Two 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 two 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 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 | | | | | 142 |
| 2 | | | | | 3,406 |
| 3 | | | | | 4,452 |
| TOTAL = | 8,000 |
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(142) + 3×(0) |
| 8,000 |
= = = 0.0089 = 0.89 cM Incorrect distance = | ½(3,406) + 3×(142) |
| 8,000 |
= = = 0.2661 = 26.61 cM Correct distance = | ½(4,452) + 3×(142) |
| 8,000 |
= = = 0.3315 = 33.15 cM Incorrect distance = | ½(142) + 3×(142) |
| 8,000 |
= = = 0.0621 = 6.21 cM Incorrect distance = | ½(3,406) + 3×(0) |
| 8,000 |
= = = 0.2129 = 21.29 cM Incorrect distance = | ½(0) + 3×(142) |
| 8,000 |
= = = 0.0532 = 5.33 cM Incorrect
MC e2de_a184
Unordered Tetrad Two 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 two 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 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 | | | | | 96 |
| 2 | | | | | 2,364 |
| 3 | | | | | 3,140 |
| TOTAL = | 5,600 |
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 N
distance = = = = 0.0086 = 0.86 cM Incorrect distance = | ½(2,364) + 3×(96) |
| 5,600 |
= = = 0.2625 = 26.25 cM Correct distance = = = = 0.0514 = 5.14 cM Incorrect distance = | ½(96) + 3×(96) |
| 5,600 |
= = = 0.0600 = 6 cM Incorrect distance = | ½(2,364) + 3×(0) |
| 5,600 |
= = = 0.2111 = 21.11 cM Incorrect distance = | ½(2,364 + 3,140) + 3×(96) |
| 5,600 |
= = = 0.5429 = 54.29 cM Incorrect
MC f8a7_ef66
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 68 |
| 2 | | | | | 1,398 |
| 3 | | | | | 1,534 |
| 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 M
distance = | ½(1,398) + 3×(0) |
| 3,000 |
= = = 0.2330 = 23.30 cM Incorrect distance = | ½(68) + 3×(68) |
| 3,000 |
= = = 0.0793 = 7.93 cM Incorrect distance = = = = 0.0113 = 1.13 cM Incorrect distance = | ½(1,398) + 3×(68) |
| 3,000 |
= = = 0.3010 = 30.10 cM Correct distance = | ½(1,534) + 3×(68) |
| 3,000 |
= = = 0.3237 = 32.37 cM Incorrect distance = | ½(1,398 + 1,534) + 3×(68) |
| 3,000 |
= = = 0.5567 = 55.67 cM Incorrect
MC 0314_1a03
Unordered Tetrad Two 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 two 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 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 | | | | | 3,775 |
| 2 | | | | | 2,904 |
| 3 | | | | | 121 |
| TOTAL = | 6,800 |
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 R and X
distance = | ½(3,775) + 3×(0) |
| 6,800 |
= = = 0.2776 = 27.76 cM Incorrect distance = | ½(2,904) + 3×(0) |
| 6,800 |
= = = 0.2135 = 21.35 cM Incorrect distance = | ½(121) + 3×(0) |
| 6,800 |
= = = 0.0089 = 0.89 cM Incorrect distance = | ½(0) + 3×(121) |
| 6,800 |
= = = 0.0534 = 5.34 cM Incorrect distance = | ½(2,904) + 3×(121) |
| 6,800 |
= = = 0.2669 = 26.69 cM Correct distance = | ½(121) + 3×(121) |
| 6,800 |
= = = 0.0623 = 6.23 cM Incorrect
MC 6ff9_e291
Unordered Tetrad Two 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 two 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 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 | | | | | 83 |
| 2 | | | | | 2,640 |
| 3 | | | | | 4,677 |
| TOTAL = | 7,400 |
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 H
distance = | ½(2,640) + 3×(0) |
| 7,400 |
= = = 0.1784 = 17.84 cM Incorrect distance = = = = 0.0056 = 0.56 cM Incorrect distance = | ½(2,640) + 3×(83) |
| 7,400 |
= = = 0.2120 = 21.20 cM Correct distance = | ½(4,677) + 3×(0) |
| 7,400 |
= = = 0.3160 = 31.60 cM Incorrect distance = | ½(2,640 + 4,677) + 3×(83) |
| 7,400 |
= = = 0.5280 = 52.80 cM Incorrect distance = | ½(83) + 3×(83) |
| 7,400 |
= = = 0.0393 = 3.93 cM Incorrect
MC 6e7b_b750
Unordered Tetrad Two 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 two 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 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 | | | | | 1,962 |
| 2 | | | | | 1,936 |
| 3 | | | | | 102 |
| TOTAL = | 4,000 |
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 F
distance = | ½(102) + 3×(102) |
| 4,000 |
= = = 0.0892 = 8.92 cM Incorrect distance = | ½(1,962) + 3×(0) |
| 4,000 |
= = = 0.2452 = 24.52 cM Incorrect distance = | ½(1,962) + 3×(102) |
| 4,000 |
= = = 0.3217 = 32.17 cM Incorrect distance = | ½(1,936) + 3×(102) |
| 4,000 |
= = = 0.3185 = 31.85 cM Correct distance = | ½(102) + 3×(0) |
| 4,000 |
= = = 0.0127 = 1.27 cM Incorrect distance = | ½(1,936) + 3×(0) |
| 4,000 |
= = = 0.2420 = 24.20 cM Incorrect
MC 89e0_c188
Unordered Tetrad Two 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 two 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 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 | | | | | 2,840 |
| 2 | | | | | 2,448 |
| 3 | | | | | 112 |
| 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(112) + 3×(0) |
| 5,400 |
= = = 0.0104 = 1.04 cM Incorrect distance = | ½(2,448) + 3×(112) |
| 5,400 |
= = = 0.2889 = 28.89 cM Correct distance = | ½(2,840) + 3×(0) |
| 5,400 |
= = = 0.2630 = 26.30 cM Incorrect distance = | ½(2,448) + 3×(0) |
| 5,400 |
= = = 0.2267 = 22.67 cM Incorrect distance = | ½(2,840) + 3×(112) |
| 5,400 |
= = = 0.3252 = 32.52 cM Incorrect distance = | ½(0) + 3×(112) |
| 5,400 |
= = = 0.0622 = 6.22 cM Incorrect
MC 6fc1_4711
Unordered Tetrad Two 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 two 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 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 | | | | | 1,493 |
| 2 | | | | | 1,066 |
| 3 | | | | | 41 |
| TOTAL = | 2,600 |
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 R
distance = | ½(1,493) + 3×(0) |
| 2,600 |
= = = 0.2871 = 28.71 cM Incorrect distance = | ½(1,066) + 3×(41) |
| 2,600 |
= = = 0.2523 = 25.23 cM Correct distance = = = = 0.0473 = 4.73 cM Incorrect distance = | ½(1,493) + 3×(41) |
| 2,600 |
= = = 0.3344 = 33.44 cM Incorrect distance = = = = 0.0079 = 0.79 cM Incorrect distance = | ½(1,066) + 3×(0) |
| 2,600 |
= = = 0.2050 = 20.50 cM Incorrect
MC 35d6_06f4
Unordered Tetrad Two 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 two 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 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 | | | | | 1,389 |
| 2 | | | | | 786 |
| 3 | | | | | 25 |
| TOTAL = | 2,200 |
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 M
distance = | ½(1,389) + 3×(0) |
| 2,200 |
= = = 0.3157 = 31.57 cM Incorrect distance = | ½(786) + 3×(0) |
| 2,200 |
= = = 0.1786 = 17.86 cM Incorrect distance = | ½(786) + 3×(25) |
| 2,200 |
= = = 0.2127 = 21.27 cM Correct distance = | ½(25) + 3×(25) |
| 2,200 |
= = = 0.0398 = 3.98 cM Incorrect distance = = = = 0.0341 = 3.41 cM Incorrect distance = | ½(1,389) + 3×(25) |
| 2,200 |
= = = 0.3498 = 34.98 cM Incorrect
MC fb4c_3f6e
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 61 |
| 2 | | | | | 1,162 |
| 3 | | | | | 1,177 |
| TOTAL = | 2,400 |
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(1,162 + 1,177) + 3×(61) |
| 2,400 |
= = = 0.5635 = 56.35 cM Incorrect distance = | ½(61) + 3×(61) |
| 2,400 |
= = = 0.0890 = 8.90 cM Incorrect distance = = = = 0.0762 = 7.62 cM Incorrect distance = = = = 0.0127 = 1.27 cM Incorrect distance = | ½(1,177) + 3×(0) |
| 2,400 |
= = = 0.2452 = 24.52 cM Incorrect distance = | ½(1,162) + 3×(61) |
| 2,400 |
= = = 0.3183 = 31.83 cM Correct
MC c0c2_1956
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,204 |
| 2 | | | | | 1,350 |
| 3 | | | | | 46 |
| 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 F and H
distance = | ½(2,204) + 3×(0) |
| 3,600 |
= = = 0.3061 = 30.61 cM Incorrect distance = = = = 0.0064 = 0.64 cM Incorrect distance = | ½(1,350) + 3×(46) |
| 3,600 |
= = = 0.2258 = 22.58 cM Correct distance = | ½(1,350 + 2,204) + 3×(46) |
| 3,600 |
= = = 0.5319 = 53.19 cM Incorrect distance = | ½(2,204) + 3×(46) |
| 3,600 |
= = = 0.3444 = 34.44 cM Incorrect distance = | ½(46) + 3×(46) |
| 3,600 |
= = = 0.0447 = 4.47 cM Incorrect
MC b673_e72d
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 73 |
| 2 | | | | | 2,260 |
| 3 | | | | | 3,867 |
| TOTAL = | 6,200 |
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 Y
distance = | ½(3,867) + 3×(0) |
| 6,200 |
= = = 0.3119 = 31.19 cM Incorrect distance = | ½(73) + 3×(73) |
| 6,200 |
= = = 0.0412 = 4.12 cM Incorrect distance = = = = 0.0353 = 3.53 cM Incorrect distance = | ½(3,867) + 3×(73) |
| 6,200 |
= = = 0.3472 = 34.72 cM Incorrect distance = | ½(2,260 + 3,867) + 3×(73) |
| 6,200 |
= = = 0.5294 = 52.94 cM Incorrect distance = | ½(2,260) + 3×(73) |
| 6,200 |
= = = 0.2176 = 21.76 cM Correct
MC 7507_f06a
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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.
- 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 | | | | | 75 |
| 2 | | | | | 1,846 |
| 3 | | | | | 2,479 |
| TOTAL = | 4,400 |
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 W and X
distance = = = = 0.0511 = 5.11 cM Incorrect distance = | ½(1,846) + 3×(75) |
| 4,400 |
= = = 0.2609 = 26.09 cM Correct distance = | ½(2,479) + 3×(75) |
| 4,400 |
= = = 0.3328 = 33.28 cM Incorrect distance = | ½(2,479) + 3×(0) |
| 4,400 |
= = = 0.2817 = 28.17 cM Incorrect distance = | ½(75) + 3×(75) |
| 4,400 |
= = = 0.0597 = 5.97 cM Incorrect distance = | ½(1,846) + 3×(0) |
| 4,400 |
= = = 0.2098 = 20.98 cM Incorrect
MC 9c73_fbc3
Unordered Tetrad Two 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 two 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 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 | | | | | 94 |
| 2 | | | | | 2,278 |
| 3 | | | | | 3,028 |
| 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 X
distance = | ½(94) + 3×(94) |
| 5,400 |
= = = 0.0609 = 6.09 cM Incorrect distance = | ½(2,278) + 3×(94) |
| 5,400 |
= = = 0.2631 = 26.31 cM Correct distance = | ½(2,278) + 3×(0) |
| 5,400 |
= = = 0.2109 = 21.09 cM Incorrect distance = | ½(3,028) + 3×(0) |
| 5,400 |
= = = 0.2804 = 28.04 cM Incorrect distance = = = = 0.0522 = 5.22 cM Incorrect distance = | ½(3,028) + 3×(94) |
| 5,400 |
= = = 0.3326 = 33.26 cM Incorrect
MC ecc1_e28c
Unordered Tetrad Two 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 two 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 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 | | | | | 45 |
| 2 | | | | | 1,254 |
| 3 | | | | | 1,901 |
| TOTAL = | 3,200 |
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(1,254) + 3×(0) |
| 3,200 |
= = = 0.1959 = 19.59 cM Incorrect distance = = = = 0.0422 = 4.22 cM Incorrect distance = | ½(1,254) + 3×(45) |
| 3,200 |
= = = 0.2381 = 23.81 cM Correct distance = | ½(45) + 3×(45) |
| 3,200 |
= = = 0.0492 = 4.92 cM Incorrect distance = | ½(1,901) + 3×(45) |
| 3,200 |
= = = 0.3392 = 33.92 cM Incorrect distance = | ½(1,901) + 3×(0) |
| 3,200 |
= = = 0.2970 = 29.70 cM Incorrect
MC 17e2_9413
Unordered Tetrad Two 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 two 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 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 | | | | | 1,770 |
| 2 | | | | | 998 |
| 3 | | | | | 32 |
| TOTAL = | 2,800 |
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 P and R
distance = | ½(998) + 3×(0) |
| 2,800 |
= = = 0.1782 = 17.82 cM Incorrect distance = | ½(1,770) + 3×(0) |
| 2,800 |
= = = 0.3161 = 31.61 cM Incorrect distance = | ½(998 + 1,770) + 3×(32) |
| 2,800 |
= = = 0.5286 = 52.86 cM Incorrect distance = | ½(998) + 3×(32) |
| 2,800 |
= = = 0.2125 = 21.25 cM Correct distance = | ½(32) + 3×(32) |
| 2,800 |
= = = 0.0400 = 4 cM Incorrect distance = = = = 0.0343 = 3.43 cM Incorrect
MC 9751_20d2
Unordered Tetrad Two 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 two 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 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 | | | | | 4,150 |
| 2 | | | | | 2,750 |
| 3 | | | | | 100 |
| TOTAL = | 7,000 |
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 W
distance = | ½(100) + 3×(100) |
| 7,000 |
= = = 0.0500 = 5 cM Incorrect distance = | ½(2,750) + 3×(0) |
| 7,000 |
= = = 0.1964 = 19.64 cM Incorrect distance = | ½(2,750) + 3×(100) |
| 7,000 |
= = = 0.2393 = 23.93 cM Correct distance = | ½(2,750 + 4,150) + 3×(100) |
| 7,000 |
= = = 0.5357 = 53.57 cM Incorrect distance = | ½(4,150) + 3×(0) |
| 7,000 |
= = = 0.2964 = 29.64 cM Incorrect distance = | ½(100) + 3×(0) |
| 7,000 |
= = = 0.0071 = 0.71 cM Incorrect
MC c6a1_060e
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,522 |
| 2 | | | | | 1,808 |
| 3 | | | | | 70 |
| TOTAL = | 4,400 |
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 H
distance = | ½(2,522) + 3×(70) |
| 4,400 |
= = = 0.3343 = 33.43 cM Incorrect distance = = = = 0.0080 = 0.80 cM Incorrect distance = = = = 0.0477 = 4.77 cM Incorrect distance = | ½(1,808) + 3×(70) |
| 4,400 |
= = = 0.2532 = 25.32 cM Correct distance = | ½(1,808 + 2,522) + 3×(70) |
| 4,400 |
= = = 0.5398 = 53.98 cM Incorrect distance = | ½(1,808) + 3×(0) |
| 4,400 |
= = = 0.2055 = 20.55 cM Incorrect
MC 2d5d_2b4b
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 4,680 |
| 2 | | | | | 3,572 |
| 3 | | | | | 148 |
| 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 H and P
distance = | ½(148) + 3×(148) |
| 8,400 |
= = = 0.0617 = 6.17 cM Incorrect distance = | ½(3,572) + 3×(0) |
| 8,400 |
= = = 0.2126 = 21.26 cM Incorrect distance = | ½(4,680) + 3×(0) |
| 8,400 |
= = = 0.2786 = 27.86 cM Incorrect distance = | ½(3,572) + 3×(148) |
| 8,400 |
= = = 0.2655 = 26.55 cM Correct distance = | ½(148) + 3×(0) |
| 8,400 |
= = = 0.0088 = 0.88 cM Incorrect distance = | ½(0) + 3×(148) |
| 8,400 |
= = = 0.0529 = 5.29 cM Incorrect
MC ce71_9325
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 5,261 |
| 2 | | | | | 3,604 |
| 3 | | | | | 135 |
| 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 E
distance = | ½(3,604 + 5,261) + 3×(135) |
| 9,000 |
= = = 0.5375 = 53.75 cM Incorrect distance = | ½(3,604) + 3×(0) |
| 9,000 |
= = = 0.2002 = 20.02 cM Incorrect distance = | ½(3,604) + 3×(135) |
| 9,000 |
= = = 0.2452 = 24.52 cM Correct distance = | ½(0) + 3×(135) |
| 9,000 |
= = = 0.0450 = 4.50 cM Incorrect distance = | ½(5,261) + 3×(0) |
| 9,000 |
= = = 0.2923 = 29.23 cM Incorrect distance = | ½(135) + 3×(0) |
| 9,000 |
= = = 0.0075 = 0.75 cM Incorrect
MC 61cc_42bb
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,973 |
| 2 | | | | | 1,956 |
| 3 | | | | | 71 |
| TOTAL = | 5,000 |
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 T and Y
distance = | ½(71) + 3×(71) |
| 5,000 |
= = = 0.0497 = 4.97 cM Incorrect distance = = = = 0.0071 = 0.71 cM Incorrect distance = | ½(1,956) + 3×(0) |
| 5,000 |
= = = 0.1956 = 19.56 cM Incorrect distance = | ½(1,956 + 2,973) + 3×(71) |
| 5,000 |
= = = 0.5355 = 53.55 cM Incorrect distance = | ½(2,973) + 3×(0) |
| 5,000 |
= = = 0.2973 = 29.73 cM Incorrect distance = | ½(1,956) + 3×(71) |
| 5,000 |
= = = 0.2382 = 23.82 cM Correct
MC dd33_63b9
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,448 |
| 2 | | | | | 2,058 |
| 3 | | | | | 94 |
| TOTAL = | 4,600 |
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 M
distance = = = = 0.0102 = 1.02 cM Incorrect distance = | ½(94) + 3×(94) |
| 4,600 |
= = = 0.0715 = 7.15 cM Incorrect distance = = = = 0.0613 = 6.13 cM Incorrect distance = | ½(2,058) + 3×(0) |
| 4,600 |
= = = 0.2237 = 22.37 cM Incorrect distance = | ½(2,058) + 3×(94) |
| 4,600 |
= = = 0.2850 = 28.50 cM Correct distance = | ½(2,448) + 3×(0) |
| 4,600 |
= = = 0.2661 = 26.61 cM Incorrect
MC 59f7_a170
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 93 |
| 2 | | | | | 2,120 |
| 3 | | | | | 2,587 |
| 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 A and F
distance = | ½(2,587) + 3×(93) |
| 4,800 |
= = = 0.3276 = 32.76 cM Incorrect distance = | ½(93) + 3×(93) |
| 4,800 |
= = = 0.0678 = 6.78 cM Incorrect distance = = = = 0.0097 = 0.97 cM Incorrect distance = | ½(2,120) + 3×(93) |
| 4,800 |
= = = 0.2790 = 27.90 cM Correct distance = | ½(2,587) + 3×(0) |
| 4,800 |
= = = 0.2695 = 26.95 cM Incorrect distance = | ½(2,120) + 3×(0) |
| 4,800 |
= = = 0.2208 = 22.08 cM Incorrect
MC 9077_395c
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 3,340 |
| 2 | | | | | 2,740 |
| 3 | | | | | 120 |
| TOTAL = | 6,200 |
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 R
distance = | ½(3,340) + 3×(120) |
| 6,200 |
= = = 0.3274 = 32.74 cM Incorrect distance = | ½(2,740 + 3,340) + 3×(120) |
| 6,200 |
= = = 0.5484 = 54.84 cM Incorrect distance = | ½(120) + 3×(0) |
| 6,200 |
= = = 0.0097 = 0.97 cM Incorrect distance = | ½(0) + 3×(120) |
| 6,200 |
= = = 0.0581 = 5.81 cM Incorrect distance = | ½(2,740) + 3×(120) |
| 6,200 |
= = = 0.2790 = 27.90 cM Correct distance = | ½(120) + 3×(120) |
| 6,200 |
= = = 0.0677 = 6.77 cM Incorrect
MC 8ff7_2b9a
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,838 |
| 2 | | | | | 2,264 |
| 3 | | | | | 98 |
| TOTAL = | 5,200 |
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 D
distance = = = = 0.0565 = 5.65 cM Incorrect distance = | ½(2,264) + 3×(98) |
| 5,200 |
= = = 0.2742 = 27.42 cM Correct distance = | ½(2,264 + 2,838) + 3×(98) |
| 5,200 |
= = = 0.5471 = 54.71 cM Incorrect distance = | ½(2,838) + 3×(98) |
| 5,200 |
= = = 0.3294 = 32.94 cM Incorrect distance = | ½(2,264) + 3×(0) |
| 5,200 |
= = = 0.2177 = 21.77 cM Incorrect distance = | ½(2,838) + 3×(0) |
| 5,200 |
= = = 0.2729 = 27.29 cM Incorrect
MC 051d_000f
Unordered Tetrad Two 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 two 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 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 | | | | | 640 |
| 2 | | | | | 536 |
| 3 | | | | | 24 |
| TOTAL = | 1,200 |
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 P
distance = = = = 0.0100 = 1 cM Incorrect distance = | ½(536) + 3×(24) |
| 1,200 |
= = = 0.2833 = 28.33 cM Correct distance = | ½(536 + 640) + 3×(24) |
| 1,200 |
= = = 0.5500 = 55 cM Incorrect distance = | ½(24) + 3×(24) |
| 1,200 |
= = = 0.0700 = 7 cM Incorrect distance = | ½(640) + 3×(24) |
| 1,200 |
= = = 0.3267 = 32.67 cM Incorrect distance = | ½(536) + 3×(0) |
| 1,200 |
= = = 0.2233 = 22.33 cM Incorrect
MC 6424_3c0c
Unordered Tetrad Two 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 two 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 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 | | | | | 74 |
| 2 | | | | | 2,322 |
| 3 | | | | | 4,004 |
| TOTAL = | 6,400 |
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 F
distance = = = = 0.0058 = 0.58 cM Incorrect distance = | ½(2,322 + 4,004) + 3×(74) |
| 6,400 |
= = = 0.5289 = 52.89 cM Incorrect distance = | ½(2,322) + 3×(0) |
| 6,400 |
= = = 0.1814 = 18.14 cM Incorrect distance = | ½(74) + 3×(74) |
| 6,400 |
= = = 0.0405 = 4.05 cM Incorrect distance = | ½(2,322) + 3×(74) |
| 6,400 |
= = = 0.2161 = 21.61 cM Correct distance = = = = 0.0347 = 3.47 cM Incorrect
MC 6045_5525
Unordered Tetrad Two 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 two 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 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 | | | | | 658 |
| 2 | | | | | 520 |
| 3 | | | | | 22 |
| TOTAL = | 1,200 |
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 Y
distance = | ½(658) + 3×(22) |
| 1,200 |
= = = 0.3292 = 32.92 cM Incorrect distance = = = = 0.0550 = 5.50 cM Incorrect distance = | ½(520) + 3×(22) |
| 1,200 |
= = = 0.2717 = 27.17 cM Correct distance = | ½(22) + 3×(22) |
| 1,200 |
= = = 0.0642 = 6.42 cM Incorrect distance = = = = 0.0092 = 0.92 cM Incorrect distance = | ½(658) + 3×(0) |
| 1,200 |
= = = 0.2742 = 27.42 cM Incorrect
MC 9aea_be13
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 75 |
| 2 | | | | | 2,046 |
| 3 | | | | | 3,079 |
| TOTAL = | 5,200 |
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 R
distance = | ½(3,079) + 3×(75) |
| 5,200 |
= = = 0.3393 = 33.93 cM Incorrect distance = = = = 0.0433 = 4.33 cM Incorrect distance = | ½(75) + 3×(75) |
| 5,200 |
= = = 0.0505 = 5.05 cM Incorrect distance = | ½(3,079) + 3×(0) |
| 5,200 |
= = = 0.2961 = 29.61 cM Incorrect distance = | ½(2,046) + 3×(75) |
| 5,200 |
= = = 0.2400 = 24 cM Correct distance = = = = 0.0072 = 0.72 cM Incorrect
MC f74e_9c3b
Unordered Tetrad Two 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 two 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 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 | | | | | 39 |
| 2 | | | | | 1,174 |
| 3 | | | | | 1,987 |
| TOTAL = | 3,200 |
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 P
distance = | ½(1,174) + 3×(39) |
| 3,200 |
= = = 0.2200 = 22 cM Correct distance = | ½(1,987) + 3×(39) |
| 3,200 |
= = = 0.3470 = 34.70 cM Incorrect distance = = = = 0.0366 = 3.66 cM Incorrect distance = | ½(1,174) + 3×(0) |
| 3,200 |
= = = 0.1834 = 18.34 cM Incorrect distance = | ½(39) + 3×(39) |
| 3,200 |
= = = 0.0427 = 4.27 cM Incorrect distance = | ½(1,987) + 3×(0) |
| 3,200 |
= = = 0.3105 = 31.05 cM Incorrect
MC 324c_2992
Unordered Tetrad Two 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 two 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 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 | | | | | 89 |
| 2 | | | | | 2,536 |
| 3 | | | | | 3,975 |
| 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 T
distance = | ½(89) + 3×(89) |
| 6,600 |
= = = 0.0472 = 4.72 cM Incorrect distance = | ½(3,975) + 3×(0) |
| 6,600 |
= = = 0.3011 = 30.11 cM Incorrect distance = = = = 0.0067 = 0.67 cM Incorrect distance = | ½(2,536) + 3×(89) |
| 6,600 |
= = = 0.2326 = 23.26 cM Correct distance = | ½(3,975) + 3×(89) |
| 6,600 |
= = = 0.3416 = 34.16 cM Incorrect distance = | ½(2,536 + 3,975) + 3×(89) |
| 6,600 |
= = = 0.5337 = 53.37 cM Incorrect
MC 91d9_45c3
Unordered Tetrad Two 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 two 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 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 | | | | | 64 |
| 2 | | | | | 1,582 |
| 3 | | | | | 2,154 |
| TOTAL = | 3,800 |
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 K
distance = | ½(2,154) + 3×(0) |
| 3,800 |
= = = 0.2834 = 28.34 cM Incorrect distance = | ½(64) + 3×(64) |
| 3,800 |
= = = 0.0589 = 5.89 cM Incorrect distance = | ½(1,582) + 3×(0) |
| 3,800 |
= = = 0.2082 = 20.82 cM Incorrect distance = | ½(1,582) + 3×(64) |
| 3,800 |
= = = 0.2587 = 25.87 cM Correct distance = = = = 0.0084 = 0.84 cM Incorrect distance = = = = 0.0505 = 5.05 cM Incorrect
MC 8f03_0d5c
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 71 |
| 2 | | | | | 1,594 |
| 3 | | | | | 1,935 |
| 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 A and E
distance = | ½(1,935) + 3×(71) |
| 3,600 |
= = = 0.3279 = 32.79 cM Incorrect distance = | ½(1,594) + 3×(71) |
| 3,600 |
= = = 0.2806 = 28.06 cM Correct distance = | ½(71) + 3×(71) |
| 3,600 |
= = = 0.0690 = 6.90 cM Incorrect distance = | ½(1,594 + 1,935) + 3×(71) |
| 3,600 |
= = = 0.5493 = 54.93 cM Incorrect distance = = = = 0.0592 = 5.92 cM Incorrect distance = | ½(1,935) + 3×(0) |
| 3,600 |
= = = 0.2687 = 26.88 cM Incorrect
MC 2286_8fea
Unordered Tetrad Two 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 two 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 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 | | | | | 222 |
| 2 | | | | | 4,506 |
| 3 | | | | | 4,872 |
| 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 F and N
distance = | ½(4,506) + 3×(222) |
| 9,600 |
= = = 0.3041 = 30.41 cM Correct distance = | ½(4,872) + 3×(0) |
| 9,600 |
= = = 0.2537 = 25.37 cM Incorrect distance = | ½(4,872) + 3×(222) |
| 9,600 |
= = = 0.3231 = 32.31 cM Incorrect distance = | ½(0) + 3×(222) |
| 9,600 |
= = = 0.0694 = 6.94 cM Incorrect distance = | ½(4,506 + 4,872) + 3×(222) |
| 9,600 |
= = = 0.5578 = 55.78 cM Incorrect distance = | ½(222) + 3×(222) |
| 9,600 |
= = = 0.0809 = 8.09 cM Incorrect
MC bd4e_1796
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 128 |
| 2 | | | | | 2,904 |
| 3 | | | | | 3,568 |
| 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 K and W
distance = | ½(2,904) + 3×(128) |
| 6,600 |
= = = 0.2782 = 27.82 cM Correct distance = | ½(0) + 3×(128) |
| 6,600 |
= = = 0.0582 = 5.82 cM Incorrect distance = | ½(3,568) + 3×(128) |
| 6,600 |
= = = 0.3285 = 32.85 cM Incorrect distance = | ½(3,568) + 3×(0) |
| 6,600 |
= = = 0.2703 = 27.03 cM Incorrect distance = | ½(128) + 3×(128) |
| 6,600 |
= = = 0.0679 = 6.79 cM Incorrect distance = | ½(128) + 3×(0) |
| 6,600 |
= = = 0.0097 = 0.97 cM Incorrect
MC 16e0_9ff6
Unordered Tetrad Two 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 two 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 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 | | | | | 1,313 |
| 2 | | | | | 1,042 |
| 3 | | | | | 45 |
| TOTAL = | 2,400 |
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 X
distance = | ½(1,042) + 3×(45) |
| 2,400 |
= = = 0.2733 = 27.33 cM Correct distance = = = = 0.0563 = 5.62 cM Incorrect distance = | ½(1,313) + 3×(0) |
| 2,400 |
= = = 0.2735 = 27.35 cM Incorrect distance = | ½(1,313) + 3×(45) |
| 2,400 |
= = = 0.3298 = 32.98 cM Incorrect distance = | ½(45) + 3×(45) |
| 2,400 |
= = = 0.0656 = 6.56 cM Incorrect distance = | ½(1,042) + 3×(0) |
| 2,400 |
= = = 0.2171 = 21.71 cM Incorrect
MC 3331_410a
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 18 |
| 2 | | | | | 472 |
| 3 | | | | | 710 |
| TOTAL = | 1,200 |
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 P
distance = = = = 0.0075 = 0.75 cM Incorrect distance = | ½(710) + 3×(18) |
| 1,200 |
= = = 0.3408 = 34.08 cM Incorrect distance = | ½(18) + 3×(18) |
| 1,200 |
= = = 0.0525 = 5.25 cM Incorrect distance = | ½(472 + 710) + 3×(18) |
| 1,200 |
= = = 0.5375 = 53.75 cM Incorrect distance = | ½(472) + 3×(18) |
| 1,200 |
= = = 0.2417 = 24.17 cM Correct distance = = = = 0.0450 = 4.50 cM Incorrect
MC 8872_2457
Unordered Tetrad Two 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 two 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 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 | | | | | 108 |
| 2 | | | | | 2,724 |
| 3 | | | | | 3,768 |
| 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 C and N
distance = | ½(3,768) + 3×(0) |
| 6,600 |
= = = 0.2855 = 28.55 cM Incorrect distance = | ½(2,724) + 3×(108) |
| 6,600 |
= = = 0.2555 = 25.55 cM Correct distance = | ½(108) + 3×(108) |
| 6,600 |
= = = 0.0573 = 5.73 cM Incorrect distance = | ½(3,768) + 3×(108) |
| 6,600 |
= = = 0.3345 = 33.45 cM Incorrect distance = | ½(2,724 + 3,768) + 3×(108) |
| 6,600 |
= = = 0.5409 = 54.09 cM Incorrect distance = | ½(0) + 3×(108) |
| 6,600 |
= = = 0.0491 = 4.91 cM Incorrect
MC 7035_8a9a
Unordered Tetrad Two 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 two 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 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 | | | | | 68 |
| 2 | | | | | 2,234 |
| 3 | | | | | 4,098 |
| TOTAL = | 6,400 |
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(2,234) + 3×(68) |
| 6,400 |
= = = 0.2064 = 20.64 cM Correct distance = | ½(4,098) + 3×(68) |
| 6,400 |
= = = 0.3520 = 35.20 cM Incorrect distance = = = = 0.0319 = 3.19 cM Incorrect distance = | ½(2,234 + 4,098) + 3×(68) |
| 6,400 |
= = = 0.5266 = 52.66 cM Incorrect distance = | ½(2,234) + 3×(0) |
| 6,400 |
= = = 0.1745 = 17.45 cM Incorrect distance = | ½(68) + 3×(68) |
| 6,400 |
= = = 0.0372 = 3.72 cM Incorrect
MC 1942_4761
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 5,473 |
| 2 | | | | | 3,222 |
| 3 | | | | | 105 |
| TOTAL = | 8,800 |
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 F
distance = | ½(0) + 3×(105) |
| 8,800 |
= = = 0.0358 = 3.58 cM Incorrect distance = | ½(5,473) + 3×(105) |
| 8,800 |
= = = 0.3468 = 34.68 cM Incorrect distance = | ½(105) + 3×(0) |
| 8,800 |
= = = 0.0060 = 0.60 cM Incorrect distance = | ½(3,222) + 3×(105) |
| 8,800 |
= = = 0.2189 = 21.89 cM Correct distance = | ½(5,473) + 3×(0) |
| 8,800 |
= = = 0.3110 = 31.10 cM Incorrect distance = | ½(3,222) + 3×(0) |
| 8,800 |
= = = 0.1831 = 18.31 cM Incorrect
MC 426b_2d90
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,540 |
| 2 | | | | | 2,162 |
| 3 | | | | | 98 |
| 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 K and M
distance = | ½(2,162) + 3×(0) |
| 4,800 |
= = = 0.2252 = 22.52 cM Incorrect distance = | ½(2,162) + 3×(98) |
| 4,800 |
= = = 0.2865 = 28.65 cM Correct distance = | ½(2,540) + 3×(0) |
| 4,800 |
= = = 0.2646 = 26.46 cM Incorrect distance = | ½(2,540) + 3×(98) |
| 4,800 |
= = = 0.3258 = 32.58 cM Incorrect distance = = = = 0.0102 = 1.02 cM Incorrect distance = | ½(98) + 3×(98) |
| 4,800 |
= = = 0.0715 = 7.15 cM Incorrect
MC 5f9e_1380
Unordered Tetrad Two 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 two 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 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 | | | | | 1,472 |
| 2 | | | | | 898 |
| 3 | | | | | 30 |
| TOTAL = | 2,400 |
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 W
distance = | ½(898) + 3×(0) |
| 2,400 |
= = = 0.1871 = 18.71 cM Incorrect distance = | ½(898) + 3×(30) |
| 2,400 |
= = = 0.2246 = 22.46 cM Correct distance = = = = 0.0375 = 3.75 cM Incorrect distance = | ½(1,472) + 3×(30) |
| 2,400 |
= = = 0.3442 = 34.42 cM Incorrect distance = | ½(30) + 3×(30) |
| 2,400 |
= = = 0.0437 = 4.38 cM Incorrect distance = | ½(1,472) + 3×(0) |
| 2,400 |
= = = 0.3067 = 30.67 cM Incorrect
MC 7790_b8d4
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 76 |
| 2 | | | | | 1,584 |
| 3 | | | | | 1,740 |
| TOTAL = | 3,400 |
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 E
distance = | ½(1,584) + 3×(76) |
| 3,400 |
= = = 0.3000 = 30 cM Correct distance = | ½(1,740) + 3×(0) |
| 3,400 |
= = = 0.2559 = 25.59 cM Incorrect distance = | ½(1,584 + 1,740) + 3×(76) |
| 3,400 |
= = = 0.5559 = 55.59 cM Incorrect distance = | ½(76) + 3×(76) |
| 3,400 |
= = = 0.0782 = 7.82 cM Incorrect distance = | ½(1,584) + 3×(0) |
| 3,400 |
= = = 0.2329 = 23.29 cM Incorrect distance = | ½(1,740) + 3×(76) |
| 3,400 |
= = = 0.3229 = 32.29 cM Incorrect
MC 91d0_ede9
Unordered Tetrad Two 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 two 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 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 | | | | | 1,528 |
| 2 | | | | | 1,034 |
| 3 | | | | | 38 |
| TOTAL = | 2,600 |
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 J
distance = | ½(1,034) + 3×(0) |
| 2,600 |
= = = 0.1988 = 19.88 cM Incorrect distance = = = = 0.0073 = 0.73 cM Incorrect distance = | ½(1,528) + 3×(0) |
| 2,600 |
= = = 0.2938 = 29.38 cM Incorrect distance = | ½(1,528) + 3×(38) |
| 2,600 |
= = = 0.3377 = 33.77 cM Incorrect distance = | ½(1,034) + 3×(38) |
| 2,600 |
= = = 0.2427 = 24.27 cM Correct distance = | ½(38) + 3×(38) |
| 2,600 |
= = = 0.0512 = 5.12 cM Incorrect
MC ba7b_03f3
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 171 |
| 2 | | | | | 3,648 |
| 3 | | | | | 4,181 |
| TOTAL = | 8,000 |
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 M and X
distance = | ½(3,648 + 4,181) + 3×(171) |
| 8,000 |
= = = 0.5534 = 55.34 cM Incorrect distance = | ½(4,181) + 3×(171) |
| 8,000 |
= = = 0.3254 = 32.54 cM Incorrect distance = | ½(4,181) + 3×(0) |
| 8,000 |
= = = 0.2613 = 26.13 cM Incorrect distance = | ½(171) + 3×(0) |
| 8,000 |
= = = 0.0107 = 1.07 cM Incorrect distance = | ½(0) + 3×(171) |
| 8,000 |
= = = 0.0641 = 6.41 cM Incorrect distance = | ½(3,648) + 3×(171) |
| 8,000 |
= = = 0.2921 = 29.21 cM Correct
MC 6d2a_5ef5
Unordered Tetrad Two 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 two 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 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 | | | | | 629 |
| 2 | | | | | 360 |
| 3 | | | | | 11 |
| TOTAL = | 1,000 |
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 N
distance = = = = 0.0330 = 3.30 cM Incorrect distance = | ½(360) + 3×(11) |
| 1,000 |
= = = 0.2130 = 21.30 cM Correct distance = | ½(360) + 3×(0) |
| 1,000 |
= = = 0.1800 = 18 cM Incorrect distance = | ½(360 + 629) + 3×(11) |
| 1,000 |
= = = 0.5275 = 52.75 cM Incorrect distance = | ½(629) + 3×(0) |
| 1,000 |
= = = 0.3145 = 31.45 cM Incorrect distance = = = = 0.0055 = 0.55 cM Incorrect
MC c547_ba9a
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 5,286 |
| 2 | | | | | 3,954 |
| 3 | | | | | 160 |
| TOTAL = | 9,400 |
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 J
distance = | ½(3,954) + 3×(160) |
| 9,400 |
= = = 0.2614 = 26.14 cM Correct distance = | ½(3,954) + 3×(0) |
| 9,400 |
= = = 0.2103 = 21.03 cM Incorrect distance = | ½(3,954 + 5,286) + 3×(160) |
| 9,400 |
= = = 0.5426 = 54.26 cM Incorrect distance = | ½(5,286) + 3×(0) |
| 9,400 |
= = = 0.2812 = 28.12 cM Incorrect distance = | ½(5,286) + 3×(160) |
| 9,400 |
= = = 0.3322 = 33.22 cM Incorrect distance = | ½(0) + 3×(160) |
| 9,400 |
= = = 0.0511 = 5.11 cM Incorrect
MC dccf_9189
Unordered Tetrad Two 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 two 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 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 | | | | | 2,892 |
| 2 | | | | | 2,584 |
| 3 | | | | | 124 |
| TOTAL = | 5,600 |
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 W
distance = | ½(2,892) + 3×(0) |
| 5,600 |
= = = 0.2582 = 25.82 cM Incorrect distance = | ½(124) + 3×(0) |
| 5,600 |
= = = 0.0111 = 1.11 cM Incorrect distance = | ½(2,584 + 2,892) + 3×(124) |
| 5,600 |
= = = 0.5554 = 55.54 cM Incorrect distance = | ½(2,584) + 3×(0) |
| 5,600 |
= = = 0.2307 = 23.07 cM Incorrect distance = | ½(2,584) + 3×(124) |
| 5,600 |
= = = 0.2971 = 29.71 cM Correct distance = | ½(2,892) + 3×(124) |
| 5,600 |
= = = 0.3246 = 32.46 cM Incorrect
MC 9603_3c18
Unordered Tetrad Two 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 two 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 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 | | | | | 4,998 |
| 2 | | | | | 3,656 |
| 3 | | | | | 146 |
| TOTAL = | 8,800 |
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 X
distance = | ½(4,998) + 3×(146) |
| 8,800 |
= = = 0.3337 = 33.38 cM Incorrect distance = | ½(3,656) + 3×(146) |
| 8,800 |
= = = 0.2575 = 25.75 cM Correct distance = | ½(3,656 + 4,998) + 3×(146) |
| 8,800 |
= = = 0.5415 = 54.15 cM Incorrect distance = | ½(146) + 3×(0) |
| 8,800 |
= = = 0.0083 = 0.83 cM Incorrect distance = | ½(146) + 3×(146) |
| 8,800 |
= = = 0.0581 = 5.81 cM Incorrect distance = | ½(4,998) + 3×(0) |
| 8,800 |
= = = 0.2840 = 28.40 cM Incorrect
MC 70c7_00db
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 4,549 |
| 2 | | | | | 3,690 |
| 3 | | | | | 161 |
| 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 F and J
distance = | ½(3,690) + 3×(161) |
| 8,400 |
= = = 0.2771 = 27.71 cM Correct distance = | ½(4,549) + 3×(161) |
| 8,400 |
= = = 0.3283 = 32.83 cM Incorrect distance = | ½(0) + 3×(161) |
| 8,400 |
= = = 0.0575 = 5.75 cM Incorrect distance = | ½(161) + 3×(161) |
| 8,400 |
= = = 0.0671 = 6.71 cM Incorrect distance = | ½(161) + 3×(0) |
| 8,400 |
= = = 0.0096 = 0.96 cM Incorrect distance = | ½(3,690) + 3×(0) |
| 8,400 |
= = = 0.2196 = 21.96 cM Incorrect
MC 2907_500a
Unordered Tetrad Two 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 two 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 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 | | | | | 1,138 |
| 2 | | | | | 1,014 |
| 3 | | | | | 48 |
| TOTAL = | 2,200 |
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 T
distance = | ½(48) + 3×(48) |
| 2,200 |
= = = 0.0764 = 7.64 cM Incorrect distance = | ½(1,138) + 3×(48) |
| 2,200 |
= = = 0.3241 = 32.41 cM Incorrect distance = | ½(1,014) + 3×(0) |
| 2,200 |
= = = 0.2305 = 23.05 cM Incorrect distance = | ½(1,014) + 3×(48) |
| 2,200 |
= = = 0.2959 = 29.59 cM Correct distance = | ½(1,014 + 1,138) + 3×(48) |
| 2,200 |
= = = 0.5545 = 55.45 cM Incorrect distance = = = = 0.0109 = 1.09 cM Incorrect
MC d0f6_d553
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 39 |
| 2 | | | | | 1,134 |
| 3 | | | | | 1,827 |
| 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 D and M
distance = | ½(39) + 3×(39) |
| 3,000 |
= = = 0.0455 = 4.55 cM Incorrect distance = | ½(1,827) + 3×(0) |
| 3,000 |
= = = 0.3045 = 30.45 cM Incorrect distance = | ½(1,827) + 3×(39) |
| 3,000 |
= = = 0.3435 = 34.35 cM Incorrect distance = | ½(1,134) + 3×(39) |
| 3,000 |
= = = 0.2280 = 22.80 cM Correct distance = = = = 0.0065 = 0.65 cM Incorrect distance = = = = 0.0390 = 3.90 cM Incorrect
MC 04e6_2d77
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 498 |
| 2 | | | | | 478 |
| 3 | | | | | 24 |
| TOTAL = | 1,000 |
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 H
distance = = = = 0.0120 = 1.20 cM Incorrect distance = | ½(478 + 498) + 3×(24) |
| 1,000 |
= = = 0.5600 = 56 cM Incorrect distance = | ½(478) + 3×(0) |
| 1,000 |
= = = 0.2390 = 23.90 cM Incorrect distance = = = = 0.0720 = 7.20 cM Incorrect distance = | ½(478) + 3×(24) |
| 1,000 |
= = = 0.3110 = 31.10 cM Correct distance = | ½(498) + 3×(24) |
| 1,000 |
= = = 0.3210 = 32.10 cM Incorrect
MC 50f7_c206
Unordered Tetrad Two 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 two 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 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 | | | | | 3,969 |
| 2 | | | | | 2,728 |
| 3 | | | | | 103 |
| TOTAL = | 6,800 |
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 X
distance = | ½(103) + 3×(0) |
| 6,800 |
= = = 0.0076 = 0.76 cM Incorrect distance = | ½(2,728) + 3×(103) |
| 6,800 |
= = = 0.2460 = 24.60 cM Correct distance = | ½(103) + 3×(103) |
| 6,800 |
= = = 0.0530 = 5.30 cM Incorrect distance = | ½(2,728 + 3,969) + 3×(103) |
| 6,800 |
= = = 0.5379 = 53.79 cM Incorrect distance = | ½(2,728) + 3×(0) |
| 6,800 |
= = = 0.2006 = 20.06 cM Incorrect distance = | ½(0) + 3×(103) |
| 6,800 |
= = = 0.0454 = 4.54 cM Incorrect
MC 8d48_45c8
Unordered Tetrad Two 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 two 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 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 | | | | | 199 |
| 2 | | | | | 4,100 |
| 3 | | | | | 4,501 |
| TOTAL = | 8,800 |
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 M
distance = | ½(199) + 3×(199) |
| 8,800 |
= = = 0.0791 = 7.91 cM Incorrect distance = | ½(4,100 + 4,501) + 3×(199) |
| 8,800 |
= = = 0.5565 = 55.65 cM Incorrect distance = | ½(0) + 3×(199) |
| 8,800 |
= = = 0.0678 = 6.78 cM Incorrect distance = | ½(4,100) + 3×(199) |
| 8,800 |
= = = 0.3008 = 30.08 cM Correct distance = | ½(4,501) + 3×(0) |
| 8,800 |
= = = 0.2557 = 25.57 cM Incorrect distance = | ½(4,501) + 3×(199) |
| 8,800 |
= = = 0.3236 = 32.36 cM Incorrect
MC 19ca_fdd8
Unordered Tetrad Two 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 two 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 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 | | | | | 3,090 |
| 2 | | | | | 1,848 |
| 3 | | | | | 62 |
| TOTAL = | 5,000 |
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(1,848) + 3×(62) |
| 5,000 |
= = = 0.2220 = 22.20 cM Correct distance = | ½(1,848) + 3×(0) |
| 5,000 |
= = = 0.1848 = 18.48 cM Incorrect distance = | ½(62) + 3×(62) |
| 5,000 |
= = = 0.0434 = 4.34 cM Incorrect distance = | ½(3,090) + 3×(62) |
| 5,000 |
= = = 0.3462 = 34.62 cM Incorrect distance = = = = 0.0062 = 0.62 cM Incorrect distance = = = = 0.0372 = 3.72 cM Incorrect
MC 0a14_2be0
Unordered Tetrad Two 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 two 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 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 | | | | | 3,460 |
| 2 | | | | | 2,258 |
| 3 | | | | | 82 |
| TOTAL = | 5,800 |
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 T
distance = | ½(3,460) + 3×(0) |
| 5,800 |
= = = 0.2983 = 29.83 cM Incorrect distance = | ½(2,258 + 3,460) + 3×(82) |
| 5,800 |
= = = 0.5353 = 53.53 cM Incorrect distance = = = = 0.0071 = 0.71 cM Incorrect distance = = = = 0.0424 = 4.24 cM Incorrect distance = | ½(2,258) + 3×(82) |
| 5,800 |
= = = 0.2371 = 23.71 cM Correct distance = | ½(3,460) + 3×(82) |
| 5,800 |
= = = 0.3407 = 34.07 cM Incorrect
MC fe45_ee87
Unordered Tetrad Two 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 two 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 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 | | | | | 68 |
| 2 | | | | | 1,394 |
| 3 | | | | | 1,538 |
| 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 F and J
distance = | ½(1,394 + 1,538) + 3×(68) |
| 3,000 |
= = = 0.5567 = 55.67 cM Incorrect distance = | ½(1,394) + 3×(0) |
| 3,000 |
= = = 0.2323 = 23.23 cM Incorrect distance = | ½(1,538) + 3×(0) |
| 3,000 |
= = = 0.2563 = 25.63 cM Incorrect distance = = = = 0.0680 = 6.80 cM Incorrect distance = | ½(1,394) + 3×(68) |
| 3,000 |
= = = 0.3003 = 30.03 cM Correct distance = = = = 0.0113 = 1.13 cM Incorrect
MC dd9c_3332
Unordered Tetrad Two 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 two 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 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 | | | | | 70 |
| 2 | | | | | 2,042 |
| 3 | | | | | 3,288 |
| 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 D and R
distance = | ½(70) + 3×(70) |
| 5,400 |
= = = 0.0454 = 4.54 cM Incorrect distance = = = = 0.0389 = 3.89 cM Incorrect distance = | ½(3,288) + 3×(0) |
| 5,400 |
= = = 0.3044 = 30.44 cM Incorrect distance = | ½(2,042) + 3×(70) |
| 5,400 |
= = = 0.2280 = 22.80 cM Correct distance = = = = 0.0065 = 0.65 cM Incorrect distance = | ½(3,288) + 3×(70) |
| 5,400 |
= = = 0.3433 = 34.33 cM Incorrect
MC f0da_b13c
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 3,210 |
| 2 | | | | | 1,926 |
| 3 | | | | | 64 |
| TOTAL = | 5,200 |
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(3,210) + 3×(64) |
| 5,200 |
= = = 0.3456 = 34.56 cM Incorrect distance = = = = 0.0062 = 0.62 cM Incorrect distance = | ½(3,210) + 3×(0) |
| 5,200 |
= = = 0.3087 = 30.87 cM Incorrect distance = = = = 0.0369 = 3.69 cM Incorrect distance = | ½(1,926 + 3,210) + 3×(64) |
| 5,200 |
= = = 0.5308 = 53.08 cM Incorrect distance = | ½(1,926) + 3×(64) |
| 5,200 |
= = = 0.2221 = 22.21 cM Correct
MC 3ad3_39e9
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 173 |
| 2 | | | | | 4,068 |
| 3 | | | | | 5,159 |
| TOTAL = | 9,400 |
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(173) + 3×(173) |
| 9,400 |
= = = 0.0644 = 6.44 cM Incorrect distance = | ½(5,159) + 3×(0) |
| 9,400 |
= = = 0.2744 = 27.44 cM Incorrect distance = | ½(173) + 3×(0) |
| 9,400 |
= = = 0.0092 = 0.92 cM Incorrect distance = | ½(4,068) + 3×(173) |
| 9,400 |
= = = 0.2716 = 27.16 cM Correct distance = | ½(4,068) + 3×(0) |
| 9,400 |
= = = 0.2164 = 21.64 cM Incorrect distance = | ½(5,159) + 3×(173) |
| 9,400 |
= = = 0.3296 = 32.96 cM Incorrect
MC 0fcb_7297
Unordered Tetrad Two 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 two 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 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 | | | | | 4,599 |
| 2 | | | | | 4,562 |
| 3 | | | | | 239 |
| TOTAL = | 9,400 |
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 X
distance = | ½(4,599) + 3×(239) |
| 9,400 |
= = = 0.3209 = 32.09 cM Incorrect distance = | ½(4,562) + 3×(239) |
| 9,400 |
= = = 0.3189 = 31.89 cM Correct distance = | ½(239) + 3×(239) |
| 9,400 |
= = = 0.0890 = 8.90 cM Incorrect distance = | ½(4,562) + 3×(0) |
| 9,400 |
= = = 0.2427 = 24.27 cM Incorrect distance = | ½(4,562 + 4,599) + 3×(239) |
| 9,400 |
= = = 0.5636 = 56.36 cM Incorrect distance = | ½(4,599) + 3×(0) |
| 9,400 |
= = = 0.2446 = 24.46 cM Incorrect
MC 1be9_f0a4
Unordered Tetrad Two 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 two 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 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 | | | | | 5,120 |
| 2 | | | | | 2,794 |
| 3 | | | | | 86 |
| TOTAL = | 8,000 |
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 Y
distance = | ½(2,794 + 5,120) + 3×(86) |
| 8,000 |
= = = 0.5269 = 52.69 cM Incorrect distance = = = = 0.0323 = 3.23 cM Incorrect distance = | ½(2,794) + 3×(0) |
| 8,000 |
= = = 0.1746 = 17.46 cM Incorrect distance = | ½(2,794) + 3×(86) |
| 8,000 |
= = = 0.2069 = 20.69 cM Correct distance = | ½(86) + 3×(86) |
| 8,000 |
= = = 0.0376 = 3.76 cM Incorrect distance = = = = 0.0054 = 0.54 cM Incorrect
MC d73e_a5a3
Unordered Tetrad Two 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 two 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 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 | | | | | 70 |
| 2 | | | | | 1,944 |
| 3 | | | | | 2,986 |
| TOTAL = | 5,000 |
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 T
distance = | ½(1,944) + 3×(70) |
| 5,000 |
= = = 0.2364 = 23.64 cM Correct distance = | ½(2,986) + 3×(70) |
| 5,000 |
= = = 0.3406 = 34.06 cM Incorrect distance = | ½(70) + 3×(70) |
| 5,000 |
= = = 0.0490 = 4.90 cM Incorrect distance = = = = 0.0420 = 4.20 cM Incorrect distance = | ½(1,944) + 3×(0) |
| 5,000 |
= = = 0.1944 = 19.44 cM Incorrect distance = | ½(1,944 + 2,986) + 3×(70) |
| 5,000 |
= = = 0.5350 = 53.50 cM Incorrect
MC 7826_2ce6
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,263 |
| 2 | | | | | 2,222 |
| 3 | | | | | 115 |
| TOTAL = | 4,600 |
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 E
distance = | ½(2,263) + 3×(115) |
| 4,600 |
= = = 0.3210 = 32.10 cM Incorrect distance = | ½(2,222 + 2,263) + 3×(115) |
| 4,600 |
= = = 0.5625 = 56.25 cM Incorrect distance = | ½(2,263) + 3×(0) |
| 4,600 |
= = = 0.2460 = 24.60 cM Incorrect distance = | ½(0) + 3×(115) |
| 4,600 |
= = = 0.0750 = 7.50 cM Incorrect distance = | ½(2,222) + 3×(115) |
| 4,600 |
= = = 0.3165 = 31.65 cM Correct distance = | ½(115) + 3×(0) |
| 4,600 |
= = = 0.0125 = 1.25 cM Incorrect
MC 554a_be14
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 6,044 |
| 2 | | | | | 3,446 |
| 3 | | | | | 110 |
| 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 B
distance = | ½(6,044) + 3×(110) |
| 9,600 |
= = = 0.3492 = 34.92 cM Incorrect distance = | ½(3,446) + 3×(110) |
| 9,600 |
= = = 0.2139 = 21.39 cM Correct distance = | ½(0) + 3×(110) |
| 9,600 |
= = = 0.0344 = 3.44 cM Incorrect distance = | ½(3,446) + 3×(0) |
| 9,600 |
= = = 0.1795 = 17.95 cM Incorrect distance = | ½(3,446 + 6,044) + 3×(110) |
| 9,600 |
= = = 0.5286 = 52.86 cM Incorrect distance = | ½(110) + 3×(110) |
| 9,600 |
= = = 0.0401 = 4.01 cM Incorrect
MC 8571_4c7b
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,523 |
| 2 | | | | | 1,432 |
| 3 | | | | | 45 |
| TOTAL = | 4,000 |
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 T and W
distance = | ½(45) + 3×(45) |
| 4,000 |
= = = 0.0394 = 3.94 cM Incorrect distance = | ½(2,523) + 3×(0) |
| 4,000 |
= = = 0.3154 = 31.54 cM Incorrect distance = = = = 0.0338 = 3.38 cM Incorrect distance = | ½(2,523) + 3×(45) |
| 4,000 |
= = = 0.3491 = 34.91 cM Incorrect distance = | ½(1,432) + 3×(45) |
| 4,000 |
= = = 0.2127 = 21.27 cM Correct distance = | ½(1,432 + 2,523) + 3×(45) |
| 4,000 |
= = = 0.5281 = 52.81 cM Incorrect
MC d82c_497a
Unordered Tetrad Two 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 two 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 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 | | | | | 5,181 |
| 2 | | | | | 4,048 |
| 3 | | | | | 171 |
| TOTAL = | 9,400 |
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 F
distance = | ½(4,048 + 5,181) + 3×(171) |
| 9,400 |
= = = 0.5455 = 54.55 cM Incorrect distance = | ½(4,048) + 3×(0) |
| 9,400 |
= = = 0.2153 = 21.53 cM Incorrect distance = | ½(4,048) + 3×(171) |
| 9,400 |
= = = 0.2699 = 26.99 cM Correct distance = | ½(0) + 3×(171) |
| 9,400 |
= = = 0.0546 = 5.46 cM Incorrect distance = | ½(5,181) + 3×(0) |
| 9,400 |
= = = 0.2756 = 27.56 cM Incorrect distance = | ½(171) + 3×(0) |
| 9,400 |
= = = 0.0091 = 0.91 cM Incorrect
MC 5b93_0e9f
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 4,273 |
| 2 | | | | | 3,934 |
| 3 | | | | | 193 |
| 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 B and C
distance = | ½(4,273) + 3×(0) |
| 8,400 |
= = = 0.2543 = 25.43 cM Incorrect distance = | ½(0) + 3×(193) |
| 8,400 |
= = = 0.0689 = 6.89 cM Incorrect distance = | ½(193) + 3×(0) |
| 8,400 |
= = = 0.0115 = 1.15 cM Incorrect distance = | ½(3,934) + 3×(193) |
| 8,400 |
= = = 0.3031 = 30.31 cM Correct distance = | ½(193) + 3×(193) |
| 8,400 |
= = = 0.0804 = 8.04 cM Incorrect distance = | ½(3,934) + 3×(0) |
| 8,400 |
= = = 0.2342 = 23.42 cM Incorrect
MC dce0_cb9c
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,787 |
| 2 | | | | | 1,752 |
| 3 | | | | | 61 |
| TOTAL = | 4,600 |
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 T and X
distance = | ½(2,787) + 3×(61) |
| 4,600 |
= = = 0.3427 = 34.27 cM Incorrect distance = | ½(1,752) + 3×(61) |
| 4,600 |
= = = 0.2302 = 23.02 cM Correct distance = | ½(1,752) + 3×(0) |
| 4,600 |
= = = 0.1904 = 19.04 cM Incorrect distance = | ½(1,752 + 2,787) + 3×(61) |
| 4,600 |
= = = 0.5332 = 53.32 cM Incorrect distance = = = = 0.0066 = 0.66 cM Incorrect distance = | ½(61) + 3×(61) |
| 4,600 |
= = = 0.0464 = 4.64 cM Incorrect
MC 6604_ef1b
Unordered Tetrad Two 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 two 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 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 | | | | | 128 |
| 2 | | | | | 2,736 |
| 3 | | | | | 3,136 |
| 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 M and W
distance = | ½(128) + 3×(0) |
| 6,000 |
= = = 0.0107 = 1.07 cM Incorrect distance = | ½(0) + 3×(128) |
| 6,000 |
= = = 0.0640 = 6.40 cM Incorrect distance = | ½(128) + 3×(128) |
| 6,000 |
= = = 0.0747 = 7.47 cM Incorrect distance = | ½(2,736 + 3,136) + 3×(128) |
| 6,000 |
= = = 0.5533 = 55.33 cM Incorrect distance = | ½(3,136) + 3×(128) |
| 6,000 |
= = = 0.3253 = 32.53 cM Incorrect distance = | ½(2,736) + 3×(128) |
| 6,000 |
= = = 0.2920 = 29.20 cM Correct
MC 5028_0835
Unordered Tetrad Two 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 two 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 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 | | | | | 3,543 |
| 2 | | | | | 2,556 |
| 3 | | | | | 101 |
| TOTAL = | 6,200 |
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(101) + 3×(0) |
| 6,200 |
= = = 0.0081 = 0.81 cM Incorrect distance = | ½(3,543) + 3×(101) |
| 6,200 |
= = = 0.3346 = 33.46 cM Incorrect distance = | ½(3,543) + 3×(0) |
| 6,200 |
= = = 0.2857 = 28.57 cM Incorrect distance = | ½(2,556) + 3×(101) |
| 6,200 |
= = = 0.2550 = 25.50 cM Correct distance = | ½(101) + 3×(101) |
| 6,200 |
= = = 0.0570 = 5.70 cM Incorrect distance = | ½(2,556 + 3,543) + 3×(101) |
| 6,200 |
= = = 0.5407 = 54.07 cM Incorrect
MC 8915_7d92
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 56 |
| 2 | | | | | 1,198 |
| 3 | | | | | 1,346 |
| TOTAL = | 2,600 |
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 C
distance = | ½(56) + 3×(56) |
| 2,600 |
= = = 0.0754 = 7.54 cM Incorrect distance = = = = 0.0646 = 6.46 cM Incorrect distance = | ½(1,198 + 1,346) + 3×(56) |
| 2,600 |
= = = 0.5538 = 55.38 cM Incorrect distance = | ½(1,198) + 3×(0) |
| 2,600 |
= = = 0.2304 = 23.04 cM Incorrect distance = | ½(1,346) + 3×(0) |
| 2,600 |
= = = 0.2588 = 25.88 cM Incorrect distance = | ½(1,198) + 3×(56) |
| 2,600 |
= = = 0.2950 = 29.50 cM Correct
MC 4c29_940b
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 54 |
| 2 | | | | | 1,752 |
| 3 | | | | | 3,194 |
| TOTAL = | 5,000 |
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 H
distance = | ½(1,752 + 3,194) + 3×(54) |
| 5,000 |
= = = 0.5270 = 52.70 cM Incorrect distance = = = = 0.0324 = 3.24 cM Incorrect distance = | ½(3,194) + 3×(0) |
| 5,000 |
= = = 0.3194 = 31.94 cM Incorrect distance = | ½(1,752) + 3×(0) |
| 5,000 |
= = = 0.1752 = 17.52 cM Incorrect distance = | ½(1,752) + 3×(54) |
| 5,000 |
= = = 0.2076 = 20.76 cM Correct distance = = = = 0.0054 = 0.54 cM Incorrect
MC 8a11_2cfe
Unordered Tetrad Two 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 two 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 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 | | | | | 2,221 |
| 2 | | | | | 1,708 |
| 3 | | | | | 71 |
| TOTAL = | 4,000 |
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 N
distance = | ½(2,221) + 3×(0) |
| 4,000 |
= = = 0.2776 = 27.76 cM Incorrect distance = = = = 0.0532 = 5.33 cM Incorrect distance = | ½(1,708 + 2,221) + 3×(71) |
| 4,000 |
= = = 0.5444 = 54.44 cM Incorrect distance = | ½(2,221) + 3×(71) |
| 4,000 |
= = = 0.3309 = 33.09 cM Incorrect distance = | ½(1,708) + 3×(71) |
| 4,000 |
= = = 0.2667 = 26.67 cM Correct distance = | ½(71) + 3×(71) |
| 4,000 |
= = = 0.0621 = 6.21 cM Incorrect
MC 5076_da4c
Unordered Tetrad Two 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 two 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 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 | | | | | 64 |
| 2 | | | | | 1,792 |
| 3 | | | | | 2,744 |
| TOTAL = | 4,600 |
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 X
distance = | ½(1,792) + 3×(0) |
| 4,600 |
= = = 0.1948 = 19.48 cM Incorrect distance = | ½(2,744) + 3×(64) |
| 4,600 |
= = = 0.3400 = 34 cM Incorrect distance = | ½(64) + 3×(64) |
| 4,600 |
= = = 0.0487 = 4.87 cM Incorrect distance = | ½(2,744) + 3×(0) |
| 4,600 |
= = = 0.2983 = 29.83 cM Incorrect distance = | ½(1,792) + 3×(64) |
| 4,600 |
= = = 0.2365 = 23.65 cM Correct distance = = = = 0.0070 = 0.70 cM Incorrect
MC bb39_0ea4
Unordered Tetrad Two 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 two 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 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 | | | | | 1,398 |
| 2 | | | | | 778 |
| 3 | | | | | 24 |
| TOTAL = | 2,200 |
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 = = = = 0.0055 = 0.55 cM Incorrect distance = | ½(24) + 3×(24) |
| 2,200 |
= = = 0.0382 = 3.82 cM Incorrect distance = | ½(1,398) + 3×(0) |
| 2,200 |
= = = 0.3177 = 31.77 cM Incorrect distance = | ½(1,398) + 3×(24) |
| 2,200 |
= = = 0.3505 = 35.05 cM Incorrect distance = | ½(778) + 3×(24) |
| 2,200 |
= = = 0.2095 = 20.95 cM Correct distance = = = = 0.0327 = 3.27 cM Incorrect
MC 684d_6291
Unordered Tetrad Two 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 two 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 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 | | | | | 128 |
| 2 | | | | | 3,272 |
| 3 | | | | | 4,600 |
| TOTAL = | 8,000 |
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 Y
distance = | ½(3,272) + 3×(0) |
| 8,000 |
= = = 0.2045 = 20.45 cM Incorrect distance = | ½(4,600) + 3×(0) |
| 8,000 |
= = = 0.2875 = 28.75 cM Incorrect distance = | ½(3,272) + 3×(128) |
| 8,000 |
= = = 0.2525 = 25.25 cM Correct distance = | ½(0) + 3×(128) |
| 8,000 |
= = = 0.0480 = 4.80 cM Incorrect distance = | ½(4,600) + 3×(128) |
| 8,000 |
= = = 0.3355 = 33.55 cM Incorrect distance = | ½(3,272 + 4,600) + 3×(128) |
| 8,000 |
= = = 0.5400 = 54 cM Incorrect
MC 07e4_334e
Unordered Tetrad Two 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 two 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 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 | | | | | 1,968 |
| 2 | | | | | 1,192 |
| 3 | | | | | 40 |
| TOTAL = | 3,200 |
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 P
distance = | ½(1,968) + 3×(0) |
| 3,200 |
= = = 0.3075 = 30.75 cM Incorrect distance = | ½(1,192) + 3×(0) |
| 3,200 |
= = = 0.1862 = 18.62 cM Incorrect distance = | ½(1,192) + 3×(40) |
| 3,200 |
= = = 0.2238 = 22.38 cM Correct distance = = = = 0.0063 = 0.62 cM Incorrect distance = = = = 0.0375 = 3.75 cM Incorrect distance = | ½(1,968) + 3×(40) |
| 3,200 |
= = = 0.3450 = 34.50 cM Incorrect
MC 8d4a_dc53
Unordered Tetrad Two 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 two 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 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 | | | | | 1,674 |
| 2 | | | | | 1,274 |
| 3 | | | | | 52 |
| 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 X
distance = | ½(1,674) + 3×(52) |
| 3,000 |
= = = 0.3310 = 33.10 cM Incorrect distance = | ½(52) + 3×(52) |
| 3,000 |
= = = 0.0607 = 6.07 cM Incorrect distance = = = = 0.0520 = 5.20 cM Incorrect distance = | ½(1,274) + 3×(52) |
| 3,000 |
= = = 0.2643 = 26.43 cM Correct distance = | ½(1,274 + 1,674) + 3×(52) |
| 3,000 |
= = = 0.5433 = 54.33 cM Incorrect distance = = = = 0.0087 = 0.87 cM Incorrect
MC fe18_80da
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 88 |
| 2 | | | | | 1,720 |
| 3 | | | | | 1,792 |
| 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 R and W
distance = = = = 0.0122 = 1.22 cM Incorrect distance = = = = 0.0733 = 7.33 cM Incorrect distance = | ½(1,720) + 3×(88) |
| 3,600 |
= = = 0.3122 = 31.22 cM Correct distance = | ½(1,792) + 3×(0) |
| 3,600 |
= = = 0.2489 = 24.89 cM Incorrect distance = | ½(88) + 3×(88) |
| 3,600 |
= = = 0.0856 = 8.56 cM Incorrect distance = | ½(1,720 + 1,792) + 3×(88) |
| 3,600 |
= = = 0.5611 = 56.11 cM Incorrect
MC 914a_0efd
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,685 |
| 2 | | | | | 2,032 |
| 3 | | | | | 83 |
| 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 E and F
distance = | ½(2,032) + 3×(0) |
| 4,800 |
= = = 0.2117 = 21.17 cM Incorrect distance = = = = 0.0519 = 5.19 cM Incorrect distance = | ½(2,032) + 3×(83) |
| 4,800 |
= = = 0.2635 = 26.35 cM Correct distance = | ½(2,032 + 2,685) + 3×(83) |
| 4,800 |
= = = 0.5432 = 54.32 cM Incorrect distance = | ½(83) + 3×(83) |
| 4,800 |
= = = 0.0605 = 6.05 cM Incorrect distance = | ½(2,685) + 3×(0) |
| 4,800 |
= = = 0.2797 = 27.97 cM Incorrect
MC 0512_f961
Unordered Tetrad Two 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 two 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 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 | | | | | 4,674 |
| 2 | | | | | 3,018 |
| 3 | | | | | 108 |
| 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 P
distance = | ½(3,018) + 3×(0) |
| 7,800 |
= = = 0.1935 = 19.35 cM Incorrect distance = | ½(3,018 + 4,674) + 3×(108) |
| 7,800 |
= = = 0.5346 = 53.46 cM Incorrect distance = | ½(108) + 3×(108) |
| 7,800 |
= = = 0.0485 = 4.85 cM Incorrect distance = | ½(3,018) + 3×(108) |
| 7,800 |
= = = 0.2350 = 23.50 cM Correct distance = | ½(4,674) + 3×(0) |
| 7,800 |
= = = 0.2996 = 29.96 cM Incorrect distance = | ½(0) + 3×(108) |
| 7,800 |
= = = 0.0415 = 4.15 cM Incorrect
MC 714c_404f
Unordered Tetrad Two 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 two 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 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 | | | | | 57 |
| 2 | | | | | 1,424 |
| 3 | | | | | 1,919 |
| TOTAL = | 3,400 |
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 K
distance = | ½(1,424) + 3×(0) |
| 3,400 |
= = = 0.2094 = 20.94 cM Incorrect distance = | ½(1,424) + 3×(57) |
| 3,400 |
= = = 0.2597 = 25.97 cM Correct distance = | ½(1,424 + 1,919) + 3×(57) |
| 3,400 |
= = = 0.5419 = 54.19 cM Incorrect distance = = = = 0.0503 = 5.03 cM Incorrect distance = | ½(1,919) + 3×(0) |
| 3,400 |
= = = 0.2822 = 28.22 cM Incorrect distance = = = = 0.0084 = 0.84 cM Incorrect
MC bb5e_68e6
Unordered Tetrad Two 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 two 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 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 | | | | | 2,752 |
| 2 | | | | | 2,524 |
| 3 | | | | | 124 |
| 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 B and Y
distance = | ½(0) + 3×(124) |
| 5,400 |
= = = 0.0689 = 6.89 cM Incorrect distance = | ½(124) + 3×(0) |
| 5,400 |
= = = 0.0115 = 1.15 cM Incorrect distance = | ½(2,524 + 2,752) + 3×(124) |
| 5,400 |
= = = 0.5574 = 55.74 cM Incorrect distance = | ½(2,752) + 3×(0) |
| 5,400 |
= = = 0.2548 = 25.48 cM Incorrect distance = | ½(2,524) + 3×(124) |
| 5,400 |
= = = 0.3026 = 30.26 cM Correct distance = | ½(124) + 3×(124) |
| 5,400 |
= = = 0.0804 = 8.04 cM Incorrect
MC 3bd4_8b91
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 1,968 |
| 2 | | | | | 1,750 |
| 3 | | | | | 82 |
| TOTAL = | 3,800 |
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 = = = = 0.0108 = 1.08 cM Incorrect distance = | ½(1,750) + 3×(82) |
| 3,800 |
= = = 0.2950 = 29.50 cM Correct distance = | ½(1,968) + 3×(82) |
| 3,800 |
= = = 0.3237 = 32.37 cM Incorrect distance = = = = 0.0647 = 6.47 cM Incorrect distance = | ½(1,750) + 3×(0) |
| 3,800 |
= = = 0.2303 = 23.03 cM Incorrect distance = | ½(1,968) + 3×(0) |
| 3,800 |
= = = 0.2589 = 25.89 cM Incorrect
MC dd71_edcf
Unordered Tetrad Two 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 two 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 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 | | | | | 3,301 |
| 2 | | | | | 2,774 |
| 3 | | | | | 125 |
| TOTAL = | 6,200 |
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 R
distance = | ½(2,774) + 3×(0) |
| 6,200 |
= = = 0.2237 = 22.37 cM Incorrect distance = | ½(3,301) + 3×(0) |
| 6,200 |
= = = 0.2662 = 26.62 cM Incorrect distance = | ½(125) + 3×(0) |
| 6,200 |
= = = 0.0101 = 1.01 cM Incorrect distance = | ½(0) + 3×(125) |
| 6,200 |
= = = 0.0605 = 6.05 cM Incorrect distance = | ½(2,774 + 3,301) + 3×(125) |
| 6,200 |
= = = 0.5504 = 55.04 cM Incorrect distance = | ½(2,774) + 3×(125) |
| 6,200 |
= = = 0.2842 = 28.42 cM Correct
MC 33dc_ecb4
Unordered Tetrad Two 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 two 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 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 | | | | | 116 |
| 2 | | | | | 2,222 |
| 3 | | | | | 2,262 |
| TOTAL = | 4,600 |
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 R
distance = | ½(2,222) + 3×(0) |
| 4,600 |
= = = 0.2415 = 24.15 cM Incorrect distance = | ½(2,222) + 3×(116) |
| 4,600 |
= = = 0.3172 = 31.72 cM Correct distance = | ½(116) + 3×(116) |
| 4,600 |
= = = 0.0883 = 8.83 cM Incorrect distance = | ½(2,262) + 3×(0) |
| 4,600 |
= = = 0.2459 = 24.59 cM Incorrect distance = | ½(116) + 3×(0) |
| 4,600 |
= = = 0.0126 = 1.26 cM Incorrect distance = | ½(0) + 3×(116) |
| 4,600 |
= = = 0.0757 = 7.57 cM Incorrect
MC 42e3_4e16
Unordered Tetrad Two 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 two 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 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 | | | | | 2,822 |
| 2 | | | | | 2,094 |
| 3 | | | | | 84 |
| TOTAL = | 5,000 |
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 M and T
distance = | ½(2,094) + 3×(0) |
| 5,000 |
= = = 0.2094 = 20.94 cM Incorrect distance = | ½(2,822) + 3×(0) |
| 5,000 |
= = = 0.2822 = 28.22 cM Incorrect distance = | ½(84) + 3×(84) |
| 5,000 |
= = = 0.0588 = 5.88 cM Incorrect distance = = = = 0.0504 = 5.04 cM Incorrect distance = | ½(2,094) + 3×(84) |
| 5,000 |
= = = 0.2598 = 25.98 cM Correct distance = = = = 0.0084 = 0.84 cM Incorrect
MC 5c32_7423
Unordered Tetrad Two 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 two 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 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 | | | | | 180 |
| 2 | | | | | 3,894 |
| 3 | | | | | 4,526 |
| TOTAL = | 8,600 |
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 X
distance = | ½(3,894) + 3×(0) |
| 8,600 |
= = = 0.2264 = 22.64 cM Incorrect distance = | ½(0) + 3×(180) |
| 8,600 |
= = = 0.0628 = 6.28 cM Incorrect distance = | ½(3,894) + 3×(180) |
| 8,600 |
= = = 0.2892 = 28.92 cM Correct distance = | ½(180) + 3×(180) |
| 8,600 |
= = = 0.0733 = 7.33 cM Incorrect distance = | ½(3,894 + 4,526) + 3×(180) |
| 8,600 |
= = = 0.5523 = 55.23 cM Incorrect distance = | ½(4,526) + 3×(0) |
| 8,600 |
= = = 0.2631 = 26.31 cM Incorrect
MC 3071_9c4e
Unordered Tetrad Two 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 two 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 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 | | | | | 62 |
| 2 | | | | | 1,412 |
| 3 | | | | | 1,726 |
| TOTAL = | 3,200 |
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 Y
distance = | ½(1,726) + 3×(62) |
| 3,200 |
= = = 0.3278 = 32.78 cM Incorrect distance = | ½(62) + 3×(62) |
| 3,200 |
= = = 0.0678 = 6.78 cM Incorrect distance = = = = 0.0097 = 0.97 cM Incorrect distance = | ½(1,412) + 3×(0) |
| 3,200 |
= = = 0.2206 = 22.06 cM Incorrect distance = | ½(1,412) + 3×(62) |
| 3,200 |
= = = 0.2787 = 27.88 cM Correct distance = = = = 0.0581 = 5.81 cM Incorrect
MC 374f_8c53
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 2,475 |
| 2 | | | | | 1,664 |
| 3 | | | | | 61 |
| 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 A and C
distance = = = = 0.0073 = 0.73 cM Incorrect distance = | ½(2,475) + 3×(0) |
| 4,200 |
= = = 0.2946 = 29.46 cM Incorrect distance = = = = 0.0436 = 4.36 cM Incorrect distance = | ½(61) + 3×(61) |
| 4,200 |
= = = 0.0508 = 5.08 cM Incorrect distance = | ½(1,664) + 3×(61) |
| 4,200 |
= = = 0.2417 = 24.17 cM Correct distance = | ½(1,664) + 3×(0) |
| 4,200 |
= = = 0.1981 = 19.81 cM Incorrect
MC 3e84_398a
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 3,758 |
| 2 | | | | | 2,360 |
| 3 | | | | | 82 |
| TOTAL = | 6,200 |
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 W and X
distance = | ½(3,758) + 3×(0) |
| 6,200 |
= = = 0.3031 = 30.31 cM Incorrect distance = | ½(82) + 3×(82) |
| 6,200 |
= = = 0.0463 = 4.63 cM Incorrect distance = = = = 0.0066 = 0.66 cM Incorrect distance = | ½(3,758) + 3×(82) |
| 6,200 |
= = = 0.3427 = 34.27 cM Incorrect distance = | ½(2,360 + 3,758) + 3×(82) |
| 6,200 |
= = = 0.5331 = 53.31 cM Incorrect distance = | ½(2,360) + 3×(82) |
| 6,200 |
= = = 0.2300 = 23 cM Correct
MC eaa4_30de
Unordered Tetrad Two 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 two 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 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 | | | | | 1,110 |
| 2 | | | | | 1,038 |
| 3 | | | | | 52 |
| TOTAL = | 2,200 |
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 H
distance = | ½(1,110) + 3×(0) |
| 2,200 |
= = = 0.2523 = 25.23 cM Incorrect distance = = = = 0.0709 = 7.09 cM Incorrect distance = = = = 0.0118 = 1.18 cM Incorrect distance = | ½(1,110) + 3×(52) |
| 2,200 |
= = = 0.3232 = 32.32 cM Incorrect distance = | ½(1,038) + 3×(52) |
| 2,200 |
= = = 0.3068 = 30.68 cM Correct distance = | ½(1,038) + 3×(0) |
| 2,200 |
= = = 0.2359 = 23.59 cM Incorrect
MC c9fa_4d47
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 15 |
| 2 | | | | | 496 |
| 3 | | | | | 889 |
| TOTAL = | 1,400 |
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 W
distance = = = = 0.0054 = 0.54 cM Incorrect distance = | ½(889) + 3×(15) |
| 1,400 |
= = = 0.3496 = 34.96 cM Incorrect distance = | ½(496) + 3×(15) |
| 1,400 |
= = = 0.2093 = 20.93 cM Correct distance = | ½(15) + 3×(15) |
| 1,400 |
= = = 0.0375 = 3.75 cM Incorrect distance = | ½(889) + 3×(0) |
| 1,400 |
= = = 0.3175 = 31.75 cM Incorrect distance = | ½(496) + 3×(0) |
| 1,400 |
= = = 0.1771 = 17.71 cM Incorrect
MC d6ed_aafc
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,344 |
| 2 | | | | | 2,334 |
| 3 | | | | | 122 |
| 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 W and X
distance = | ½(2,334) + 3×(122) |
| 4,800 |
= = = 0.3194 = 31.94 cM Correct distance = | ½(122) + 3×(122) |
| 4,800 |
= = = 0.0890 = 8.90 cM Incorrect distance = | ½(2,344) + 3×(122) |
| 4,800 |
= = = 0.3204 = 32.04 cM Incorrect distance = | ½(2,344) + 3×(0) |
| 4,800 |
= = = 0.2442 = 24.42 cM Incorrect distance = | ½(0) + 3×(122) |
| 4,800 |
= = = 0.0762 = 7.62 cM Incorrect distance = | ½(2,334) + 3×(0) |
| 4,800 |
= = = 0.2431 = 24.31 cM Incorrect
MC a08c_3378
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 3,534 |
| 2 | | | | | 3,484 |
| 3 | | | | | 182 |
| 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 X and Y
distance = | ½(3,484 + 3,534) + 3×(182) |
| 7,200 |
= = = 0.5632 = 56.32 cM Incorrect distance = | ½(3,484) + 3×(182) |
| 7,200 |
= = = 0.3178 = 31.78 cM Correct distance = | ½(3,534) + 3×(0) |
| 7,200 |
= = = 0.2454 = 24.54 cM Incorrect distance = | ½(0) + 3×(182) |
| 7,200 |
= = = 0.0758 = 7.58 cM Incorrect distance = | ½(3,534) + 3×(182) |
| 7,200 |
= = = 0.3212 = 32.12 cM Incorrect distance = | ½(3,484) + 3×(0) |
| 7,200 |
= = = 0.2419 = 24.19 cM Incorrect
MC 3a19_93a9
Unordered Tetrad Two 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 two 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 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 | | | | | 54 |
| 2 | | | | | 1,176 |
| 3 | | | | | 1,370 |
| TOTAL = | 2,600 |
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 N
distance = = = = 0.0623 = 6.23 cM Incorrect distance = | ½(1,370) + 3×(0) |
| 2,600 |
= = = 0.2635 = 26.35 cM Incorrect distance = | ½(1,176) + 3×(54) |
| 2,600 |
= = = 0.2885 = 28.85 cM Correct distance = = = = 0.0104 = 1.04 cM Incorrect distance = | ½(1,176) + 3×(0) |
| 2,600 |
= = = 0.2262 = 22.62 cM Incorrect distance = | ½(54) + 3×(54) |
| 2,600 |
= = = 0.0727 = 7.27 cM Incorrect
MC b27c_4e39
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 4,035 |
| 2 | | | | | 3,040 |
| 3 | | | | | 125 |
| 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 A and D
distance = | ½(4,035) + 3×(125) |
| 7,200 |
= = = 0.3323 = 33.23 cM Incorrect distance = | ½(125) + 3×(0) |
| 7,200 |
= = = 0.0087 = 0.87 cM Incorrect distance = | ½(125) + 3×(125) |
| 7,200 |
= = = 0.0608 = 6.08 cM Incorrect distance = | ½(3,040 + 4,035) + 3×(125) |
| 7,200 |
= = = 0.5434 = 54.34 cM Incorrect distance = | ½(3,040) + 3×(125) |
| 7,200 |
= = = 0.2632 = 26.32 cM Correct distance = | ½(4,035) + 3×(0) |
| 7,200 |
= = = 0.2802 = 28.02 cM Incorrect
MC ecfe_c650
Unordered Tetrad Two 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 two 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 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 | | | | | 51 |
| 2 | | | | | 1,202 |
| 3 | | | | | 1,547 |
| TOTAL = | 2,800 |
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 R
distance = | ½(1,202) + 3×(51) |
| 2,800 |
= = = 0.2693 = 26.93 cM Correct distance = | ½(1,202) + 3×(0) |
| 2,800 |
= = = 0.2146 = 21.46 cM Incorrect distance = | ½(1,202 + 1,547) + 3×(51) |
| 2,800 |
= = = 0.5455 = 54.55 cM Incorrect distance = | ½(1,547) + 3×(0) |
| 2,800 |
= = = 0.2762 = 27.62 cM Incorrect distance = | ½(51) + 3×(51) |
| 2,800 |
= = = 0.0638 = 6.38 cM Incorrect distance = | ½(1,547) + 3×(51) |
| 2,800 |
= = = 0.3309 = 33.09 cM Incorrect
MC 4fa2_c0c8
Unordered Tetrad Two 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 two 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 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 | | | | | 80 |
| 2 | | | | | 2,680 |
| 3 | | | | | 5,040 |
| 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 D and W
distance = = = = 0.0051 = 0.51 cM Incorrect distance = = = = 0.0308 = 3.08 cM Incorrect distance = | ½(5,040) + 3×(0) |
| 7,800 |
= = = 0.3231 = 32.31 cM Incorrect distance = | ½(80) + 3×(80) |
| 7,800 |
= = = 0.0359 = 3.59 cM Incorrect distance = | ½(2,680) + 3×(0) |
| 7,800 |
= = = 0.1718 = 17.18 cM Incorrect distance = | ½(2,680) + 3×(80) |
| 7,800 |
= = = 0.2026 = 20.26 cM Correct
MC d572_b6c4
Unordered Tetrad Two 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 two 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 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 | | | | | 2,527 |
| 2 | | | | | 1,616 |
| 3 | | | | | 57 |
| 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 Y
distance = = = = 0.0407 = 4.07 cM Incorrect distance = | ½(2,527) + 3×(57) |
| 4,200 |
= = = 0.3415 = 34.15 cM Incorrect distance = | ½(57) + 3×(57) |
| 4,200 |
= = = 0.0475 = 4.75 cM Incorrect distance = = = = 0.0068 = 0.68 cM Incorrect distance = | ½(1,616) + 3×(57) |
| 4,200 |
= = = 0.2331 = 23.31 cM Correct distance = | ½(1,616 + 2,527) + 3×(57) |
| 4,200 |
= = = 0.5339 = 53.39 cM Incorrect
MC 3cd5_50eb
Unordered Tetrad Two 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 two 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 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 | | | | | 137 |
| 2 | | | | | 3,522 |
| 3 | | | | | 4,941 |
| TOTAL = | 8,600 |
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(4,941) + 3×(137) |
| 8,600 |
= = = 0.3351 = 33.51 cM Incorrect distance = | ½(4,941) + 3×(0) |
| 8,600 |
= = = 0.2873 = 28.73 cM Incorrect distance = | ½(0) + 3×(137) |
| 8,600 |
= = = 0.0478 = 4.78 cM Incorrect distance = | ½(137) + 3×(137) |
| 8,600 |
= = = 0.0558 = 5.58 cM Incorrect distance = | ½(3,522) + 3×(137) |
| 8,600 |
= = = 0.2526 = 25.26 cM Correct distance = | ½(3,522 + 4,941) + 3×(137) |
| 8,600 |
= = = 0.5398 = 53.98 cM Incorrect
MC ca7e_a214
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 3,832 |
| 2 | | | | | 2,292 |
| 3 | | | | | 76 |
| TOTAL = | 6,200 |
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 H
distance = | ½(2,292 + 3,832) + 3×(76) |
| 6,200 |
= = = 0.5306 = 53.06 cM Incorrect distance = = = = 0.0368 = 3.68 cM Incorrect distance = | ½(2,292) + 3×(76) |
| 6,200 |
= = = 0.2216 = 22.16 cM Correct distance = | ½(3,832) + 3×(76) |
| 6,200 |
= = = 0.3458 = 34.58 cM Incorrect distance = = = = 0.0061 = 0.61 cM Incorrect distance = | ½(2,292) + 3×(0) |
| 6,200 |
= = = 0.1848 = 18.48 cM Incorrect
MC f93e_a528
Unordered Tetrad Two 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 two 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 1,282 |
| 2 | | | | | 1,070 |
| 3 | | | | | 48 |
| TOTAL = | 2,400 |
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(1,282) + 3×(0) |
| 2,400 |
= = = 0.2671 = 26.71 cM Incorrect distance = | ½(48) + 3×(48) |
| 2,400 |
= = = 0.0700 = 7 cM Incorrect distance = = = = 0.0100 = 1 cM Incorrect distance = | ½(1,282) + 3×(48) |
| 2,400 |
= = = 0.3271 = 32.71 cM Incorrect distance = | ½(1,070 + 1,282) + 3×(48) |
| 2,400 |
= = = 0.5500 = 55 cM Incorrect distance = | ½(1,070) + 3×(48) |
| 2,400 |
= = = 0.2829 = 28.29 cM Correct
MC 3314_0410
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 83 |
| 2 | | | | | 2,686 |
| 3 | | | | | 4,831 |
| TOTAL = | 7,600 |
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 X
distance = | ½(2,686 + 4,831) + 3×(83) |
| 7,600 |
= = = 0.5273 = 52.73 cM Incorrect distance = | ½(4,831) + 3×(0) |
| 7,600 |
= = = 0.3178 = 31.78 cM Incorrect distance = | ½(83) + 3×(83) |
| 7,600 |
= = = 0.0382 = 3.82 cM Incorrect distance = | ½(2,686) + 3×(83) |
| 7,600 |
= = = 0.2095 = 20.95 cM Correct distance = = = = 0.0055 = 0.55 cM Incorrect distance = = = = 0.0328 = 3.28 cM Incorrect
MC 3833_2889
Unordered Tetrad Two 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 two 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 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 | | | | | 47 |
| 2 | | | | | 1,060 |
| 3 | | | | | 1,293 |
| TOTAL = | 2,400 |
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 T
distance = | ½(47) + 3×(47) |
| 2,400 |
= = = 0.0685 = 6.85 cM Incorrect distance = | ½(1,293) + 3×(0) |
| 2,400 |
= = = 0.2694 = 26.94 cM Incorrect distance = | ½(1,060) + 3×(0) |
| 2,400 |
= = = 0.2208 = 22.08 cM Incorrect distance = | ½(1,060) + 3×(47) |
| 2,400 |
= = = 0.2796 = 27.96 cM Correct distance = | ½(1,293) + 3×(47) |
| 2,400 |
= = = 0.3281 = 32.81 cM Incorrect distance = | ½(1,060 + 1,293) + 3×(47) |
| 2,400 |
= = = 0.5490 = 54.90 cM Incorrect
MC 795e_293b
Unordered Tetrad Two 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 two 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 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 | | | | | 3,621 |
| 2 | | | | | 2,672 |
| 3 | | | | | 107 |
| TOTAL = | 6,400 |
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 X
distance = | ½(2,672) + 3×(107) |
| 6,400 |
= = = 0.2589 = 25.89 cM Correct distance = | ½(2,672 + 3,621) + 3×(107) |
| 6,400 |
= = = 0.5418 = 54.18 cM Incorrect distance = | ½(2,672) + 3×(0) |
| 6,400 |
= = = 0.2087 = 20.88 cM Incorrect distance = | ½(0) + 3×(107) |
| 6,400 |
= = = 0.0502 = 5.02 cM Incorrect distance = | ½(3,621) + 3×(107) |
| 6,400 |
= = = 0.3330 = 33.30 cM Incorrect distance = | ½(107) + 3×(0) |
| 6,400 |
= = = 0.0084 = 0.84 cM Incorrect
MC c416_6a71
Unordered Tetrad Two 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 two 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 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 | | | | | 940 |
| 2 | | | | | 636 |
| 3 | | | | | 24 |
| TOTAL = | 1,600 |
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 R
distance = | ½(24) + 3×(24) |
| 1,600 |
= = = 0.0525 = 5.25 cM Incorrect distance = | ½(940) + 3×(0) |
| 1,600 |
= = = 0.2938 = 29.38 cM Incorrect distance = | ½(636) + 3×(24) |
| 1,600 |
= = = 0.2437 = 24.38 cM Correct distance = | ½(636 + 940) + 3×(24) |
| 1,600 |
= = = 0.5375 = 53.75 cM Incorrect distance = | ½(940) + 3×(24) |
| 1,600 |
= = = 0.3387 = 33.88 cM Incorrect distance = = = = 0.0075 = 0.75 cM Incorrect
MC a56b_7800
Unordered Tetrad Two 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 two 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 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 | | | | | 1,698 |
| 2 | | | | | 1,252 |
| 3 | | | | | 50 |
| 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 R
distance = | ½(1,252 + 1,698) + 3×(50) |
| 3,000 |
= = = 0.5417 = 54.17 cM Incorrect distance = | ½(1,252) + 3×(0) |
| 3,000 |
= = = 0.2087 = 20.87 cM Incorrect distance = | ½(1,698) + 3×(50) |
| 3,000 |
= = = 0.3330 = 33.30 cM Incorrect distance = | ½(50) + 3×(50) |
| 3,000 |
= = = 0.0583 = 5.83 cM Incorrect distance = | ½(1,252) + 3×(50) |
| 3,000 |
= = = 0.2587 = 25.87 cM Correct distance = = = = 0.0500 = 5 cM Incorrect
MC dfec_d716
Unordered Tetrad Two 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 two 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 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 | | | | | 86 |
| 2 | | | | | 2,846 |
| 3 | | | | | 5,268 |
| TOTAL = | 8,200 |
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 N
distance = = = = 0.0315 = 3.15 cM Incorrect distance = | ½(2,846) + 3×(86) |
| 8,200 |
= = = 0.2050 = 20.50 cM Correct distance = | ½(5,268) + 3×(86) |
| 8,200 |
= = = 0.3527 = 35.27 cM Incorrect distance = | ½(2,846) + 3×(0) |
| 8,200 |
= = = 0.1735 = 17.35 cM Incorrect distance = | ½(86) + 3×(86) |
| 8,200 |
= = = 0.0367 = 3.67 cM Incorrect distance = | ½(5,268) + 3×(0) |
| 8,200 |
= = = 0.3212 = 32.12 cM Incorrect
MC dc29_d62c
Unordered Tetrad Two 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 two 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 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 | | | | | 99 |
| 2 | | | | | 3,178 |
| 3 | | | | | 5,723 |
| 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 W
distance = = = = 0.0055 = 0.55 cM Incorrect distance = | ½(5,723) + 3×(0) |
| 9,000 |
= = = 0.3179 = 31.79 cM Incorrect distance = | ½(3,178 + 5,723) + 3×(99) |
| 9,000 |
= = = 0.5275 = 52.75 cM Incorrect distance = = = = 0.0330 = 3.30 cM Incorrect distance = | ½(3,178) + 3×(0) |
| 9,000 |
= = = 0.1766 = 17.66 cM Incorrect distance = | ½(3,178) + 3×(99) |
| 9,000 |
= = = 0.2096 = 20.96 cM Correct
MC 2b37_144e
Unordered Tetrad Two 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 two 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 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 | | | | | 2,092 |
| 2 | | | | | 1,824 |
| 3 | | | | | 84 |
| TOTAL = | 4,000 |
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 R
distance = | ½(1,824) + 3×(84) |
| 4,000 |
= = = 0.2910 = 29.10 cM Correct distance = | ½(1,824) + 3×(0) |
| 4,000 |
= = = 0.2280 = 22.80 cM Incorrect distance = | ½(2,092) + 3×(0) |
| 4,000 |
= = = 0.2615 = 26.15 cM Incorrect distance = | ½(2,092) + 3×(84) |
| 4,000 |
= = = 0.3245 = 32.45 cM Incorrect distance = = = = 0.0105 = 1.05 cM Incorrect distance = = = = 0.0630 = 6.30 cM Incorrect
MC 78a5_fe3a
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 139 |
| 2 | | | | | 3,278 |
| 3 | | | | | 4,183 |
| TOTAL = | 7,600 |
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 P and Y
distance = | ½(3,278) + 3×(139) |
| 7,600 |
= = = 0.2705 = 27.05 cM Correct distance = | ½(3,278 + 4,183) + 3×(139) |
| 7,600 |
= = = 0.5457 = 54.57 cM Incorrect distance = | ½(0) + 3×(139) |
| 7,600 |
= = = 0.0549 = 5.49 cM Incorrect distance = | ½(139) + 3×(139) |
| 7,600 |
= = = 0.0640 = 6.40 cM Incorrect distance = | ½(139) + 3×(0) |
| 7,600 |
= = = 0.0091 = 0.91 cM Incorrect distance = | ½(3,278) + 3×(0) |
| 7,600 |
= = = 0.2157 = 21.57 cM Incorrect
MC 7ff8_b6c4
Unordered Tetrad Two 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 two 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 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 | | | | | 3,216 |
| 2 | | | | | 2,480 |
| 3 | | | | | 104 |
| TOTAL = | 5,800 |
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 W
distance = | ½(104) + 3×(104) |
| 5,800 |
= = = 0.0628 = 6.28 cM Incorrect distance = | ½(2,480) + 3×(0) |
| 5,800 |
= = = 0.2138 = 21.38 cM Incorrect distance = | ½(3,216) + 3×(104) |
| 5,800 |
= = = 0.3310 = 33.10 cM Incorrect distance = | ½(2,480 + 3,216) + 3×(104) |
| 5,800 |
= = = 0.5448 = 54.48 cM Incorrect distance = | ½(3,216) + 3×(0) |
| 5,800 |
= = = 0.2772 = 27.72 cM Incorrect distance = | ½(2,480) + 3×(104) |
| 5,800 |
= = = 0.2676 = 26.76 cM Correct
MC 1141_1e45
Unordered Tetrad Two 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 two 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 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 | | | | | 71 |
| 2 | | | | | 2,096 |
| 3 | | | | | 3,433 |
| TOTAL = | 5,600 |
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 M
distance = = = = 0.0063 = 0.63 cM Incorrect distance = = = = 0.0380 = 3.80 cM Incorrect distance = | ½(3,433) + 3×(0) |
| 5,600 |
= = = 0.3065 = 30.65 cM Incorrect distance = | ½(71) + 3×(71) |
| 5,600 |
= = = 0.0444 = 4.44 cM Incorrect distance = | ½(2,096) + 3×(71) |
| 5,600 |
= = = 0.2252 = 22.52 cM Correct distance = | ½(3,433) + 3×(71) |
| 5,600 |
= = = 0.3446 = 34.46 cM Incorrect
MC 594b_e459
Unordered Tetrad Two 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 two 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 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 | | | | | 2,215 |
| 2 | | | | | 1,340 |
| 3 | | | | | 45 |
| 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 A and X
distance = | ½(1,340) + 3×(45) |
| 3,600 |
= = = 0.2236 = 22.36 cM Correct distance = | ½(45) + 3×(45) |
| 3,600 |
= = = 0.0437 = 4.38 cM Incorrect distance = | ½(1,340 + 2,215) + 3×(45) |
| 3,600 |
= = = 0.5312 = 53.12 cM Incorrect distance = = = = 0.0063 = 0.62 cM Incorrect distance = | ½(1,340) + 3×(0) |
| 3,600 |
= = = 0.1861 = 18.61 cM Incorrect distance = | ½(2,215) + 3×(0) |
| 3,600 |
= = = 0.3076 = 30.76 cM Incorrect
MC 573a_db09
Unordered Tetrad Two 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 two 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 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 | | | | | 102 |
| 2 | | | | | 2,062 |
| 3 | | | | | 2,236 |
| TOTAL = | 4,400 |
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 K
distance = | ½(0) + 3×(102) |
| 4,400 |
= = = 0.0695 = 6.95 cM Incorrect distance = | ½(2,062) + 3×(102) |
| 4,400 |
= = = 0.3039 = 30.39 cM Correct distance = | ½(102) + 3×(0) |
| 4,400 |
= = = 0.0116 = 1.16 cM Incorrect distance = | ½(102) + 3×(102) |
| 4,400 |
= = = 0.0811 = 8.11 cM Incorrect distance = | ½(2,062) + 3×(0) |
| 4,400 |
= = = 0.2343 = 23.43 cM Incorrect distance = | ½(2,236) + 3×(0) |
| 4,400 |
= = = 0.2541 = 25.41 cM Incorrect
MC 74fc_6034
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 73 |
| 2 | | | | | 1,674 |
| 3 | | | | | 2,053 |
| TOTAL = | 3,800 |
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(1,674 + 2,053) + 3×(73) |
| 3,800 |
= = = 0.5480 = 54.80 cM Incorrect distance = | ½(1,674) + 3×(73) |
| 3,800 |
= = = 0.2779 = 27.79 cM Correct distance = = = = 0.0576 = 5.76 cM Incorrect distance = = = = 0.0096 = 0.96 cM Incorrect distance = | ½(2,053) + 3×(0) |
| 3,800 |
= = = 0.2701 = 27.01 cM Incorrect distance = | ½(73) + 3×(73) |
| 3,800 |
= = = 0.0672 = 6.72 cM Incorrect
MC ada8_6a51
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 16 |
| 2 | | | | | 512 |
| 3 | | | | | 872 |
| TOTAL = | 1,400 |
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 N
distance = | ½(512) + 3×(16) |
| 1,400 |
= = = 0.2171 = 21.71 cM Correct distance = = = = 0.0057 = 0.57 cM Incorrect distance = | ½(512) + 3×(0) |
| 1,400 |
= = = 0.1829 = 18.29 cM Incorrect distance = | ½(16) + 3×(16) |
| 1,400 |
= = = 0.0400 = 4 cM Incorrect distance = | ½(872) + 3×(16) |
| 1,400 |
= = = 0.3457 = 34.57 cM Incorrect distance = | ½(512 + 872) + 3×(16) |
| 1,400 |
= = = 0.5286 = 52.86 cM Incorrect
MC c086_06e8
Unordered Tetrad Two 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 two 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 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 | | | | | 99 |
| 2 | | | | | 2,740 |
| 3 | | | | | 4,161 |
| TOTAL = | 7,000 |
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 W
distance = | ½(2,740 + 4,161) + 3×(99) |
| 7,000 |
= = = 0.5354 = 53.54 cM Incorrect distance = | ½(2,740) + 3×(99) |
| 7,000 |
= = = 0.2381 = 23.81 cM Correct distance = | ½(4,161) + 3×(0) |
| 7,000 |
= = = 0.2972 = 29.72 cM Incorrect distance = = = = 0.0071 = 0.71 cM Incorrect distance = | ½(2,740) + 3×(0) |
| 7,000 |
= = = 0.1957 = 19.57 cM Incorrect distance = | ½(4,161) + 3×(99) |
| 7,000 |
= = = 0.3396 = 33.96 cM Incorrect
MC 7e36_a721
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 2,626 |
| 2 | | | | | 1,524 |
| 3 | | | | | 50 |
| 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 N and W
distance = | ½(50) + 3×(50) |
| 4,200 |
= = = 0.0417 = 4.17 cM Incorrect distance = | ½(1,524) + 3×(50) |
| 4,200 |
= = = 0.2171 = 21.71 cM Correct distance = = = = 0.0060 = 0.60 cM Incorrect distance = | ½(2,626) + 3×(0) |
| 4,200 |
= = = 0.3126 = 31.26 cM Incorrect distance = | ½(1,524) + 3×(0) |
| 4,200 |
= = = 0.1814 = 18.14 cM Incorrect distance = | ½(2,626) + 3×(50) |
| 4,200 |
= = = 0.3483 = 34.83 cM Incorrect
MC 889f_8a6a
Unordered Tetrad Two 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 two 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 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 | | | | | 1,972 |
| 2 | | | | | 1,928 |
| 3 | | | | | 100 |
| TOTAL = | 4,000 |
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 H
distance = | ½(1,972) + 3×(100) |
| 4,000 |
= = = 0.3215 = 32.15 cM Incorrect distance = | ½(1,928) + 3×(100) |
| 4,000 |
= = = 0.3160 = 31.60 cM Correct distance = | ½(1,928 + 1,972) + 3×(100) |
| 4,000 |
= = = 0.5625 = 56.25 cM Incorrect distance = | ½(0) + 3×(100) |
| 4,000 |
= = = 0.0750 = 7.50 cM Incorrect distance = | ½(100) + 3×(0) |
| 4,000 |
= = = 0.0125 = 1.25 cM Incorrect distance = | ½(1,928) + 3×(0) |
| 4,000 |
= = = 0.2410 = 24.10 cM Incorrect
MC 0432_3bb2
Unordered Tetrad Two 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 two 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 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 | | | | | 1,329 |
| 2 | | | | | 1,212 |
| 3 | | | | | 59 |
| TOTAL = | 2,600 |
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(1,212 + 1,329) + 3×(59) |
| 2,600 |
= = = 0.5567 = 55.67 cM Incorrect distance = | ½(1,329) + 3×(0) |
| 2,600 |
= = = 0.2556 = 25.56 cM Incorrect distance = | ½(1,212) + 3×(59) |
| 2,600 |
= = = 0.3012 = 30.12 cM Correct distance = | ½(1,329) + 3×(59) |
| 2,600 |
= = = 0.3237 = 32.37 cM Incorrect distance = = = = 0.0113 = 1.13 cM Incorrect distance = | ½(1,212) + 3×(0) |
| 2,600 |
= = = 0.2331 = 23.31 cM Incorrect
MC 61f8_e4e3
Unordered Tetrad Two 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 two genes, and the resulting genotypes are summarized in the table below.
Characteristics of Recessive Phenotypes
- 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 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 | | | | | 50 |
| 2 | | | | | 1,310 |
| 3 | | | | | 1,840 |
| TOTAL = | 3,200 |
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(50) + 3×(50) |
| 3,200 |
= = = 0.0547 = 5.47 cM Incorrect distance = | ½(1,310 + 1,840) + 3×(50) |
| 3,200 |
= = = 0.5391 = 53.91 cM Incorrect distance = | ½(1,840) + 3×(50) |
| 3,200 |
= = = 0.3344 = 33.44 cM Incorrect distance = | ½(1,310) + 3×(50) |
| 3,200 |
= = = 0.2516 = 25.16 cM Correct distance = = = = 0.0078 = 0.78 cM Incorrect distance = | ½(1,310) + 3×(0) |
| 3,200 |
= = = 0.2047 = 20.47 cM Incorrect
MC 9e5d_03a3
Unordered Tetrad Two 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 two 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 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 | | | | | 66 |
| 2 | | | | | 1,948 |
| 3 | | | | | 3,186 |
| TOTAL = | 5,200 |
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 F
distance = | ½(1,948 + 3,186) + 3×(66) |
| 5,200 |
= = = 0.5317 = 53.17 cM Incorrect distance = = = = 0.0381 = 3.81 cM Incorrect distance = | ½(3,186) + 3×(66) |
| 5,200 |
= = = 0.3444 = 34.44 cM Incorrect distance = | ½(66) + 3×(66) |
| 5,200 |
= = = 0.0444 = 4.44 cM Incorrect distance = | ½(1,948) + 3×(0) |
| 5,200 |
= = = 0.1873 = 18.73 cM Incorrect distance = | ½(1,948) + 3×(66) |
| 5,200 |
= = = 0.2254 = 22.54 cM Correct
MC 0130_e5e6
Unordered Tetrad Two 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 two 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 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.
| Set # | Tetrad Genotypes | Progeny Count |
| 1 | | | | | 51 |
| 2 | | | | | 1,032 |
| 3 | | | | | 1,117 |
| TOTAL = | 2,200 |
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 H
distance = | ½(1,117) + 3×(0) |
| 2,200 |
= = = 0.2539 = 25.39 cM Incorrect distance = | ½(51) + 3×(51) |
| 2,200 |
= = = 0.0811 = 8.11 cM Incorrect distance = | ½(1,032 + 1,117) + 3×(51) |
| 2,200 |
= = = 0.5580 = 55.80 cM Incorrect distance = = = = 0.0695 = 6.95 cM Incorrect distance = = = = 0.0116 = 1.16 cM Incorrect distance = | ½(1,032) + 3×(51) |
| 2,200 |
= = = 0.3041 = 30.41 cM Correct