MC
fbb3_6490
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 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 | | | | | 46 |
2 | | | | | 868 |
3 | | | | | 886 |
TOTAL = | 1,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes B and E
A. distance = ½(886) + 3×(0) |
1,800 |
= = = 0.2461 = 24.61 cM Incorrect B. distance = ½(46) + 3×(46) |
1,800 |
= = = 0.0894 = 8.94 cM Incorrect C. distance = ½(868) + 3×(0) |
1,800 |
= = = 0.2411 = 24.11 cM Incorrect D. distance = ½(868) + 3×(46) |
1,800 |
= = = 0.3178 = 31.78 cM Correct E. distance = = = = 0.0767 = 7.67 cM Incorrect
MC ceeb_ce8b
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 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 | | | | | 1,161 |
2 | | | | | 808 |
3 | | | | | 31 |
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 F and J
A. distance = ½(808 + 1,161) + 3×(31) |
2,000 |
= = = 0.5387 = 53.87 cM Incorrect B. distance = ½(808) + 3×(31) |
2,000 |
= = = 0.2485 = 24.85 cM Correct C. distance = ½(1,161) + 3×(0) |
2,000 |
= = = 0.2903 = 29.03 cM Incorrect D. distance = ½(808) + 3×(0) |
2,000 |
= = = 0.2020 = 20.20 cM Incorrect E. distance = ½(31) + 3×(31) |
2,000 |
= = = 0.0542 = 5.42 cM Incorrect
MC a062_35a4
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 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 | | | | | 169 |
2 | | | | | 3,862 |
3 | | | | | 4,769 |
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 W and X
A. distance = ½(3,862) + 3×(0) |
8,800 |
= = = 0.2194 = 21.94 cM Incorrect B. distance = ½(169) + 3×(0) |
8,800 |
= = = 0.0096 = 0.96 cM Incorrect C. distance = ½(3,862 + 4,769) + 3×(169) |
8,800 |
= = = 0.5480 = 54.80 cM Incorrect D. distance = ½(0) + 3×(169) |
8,800 |
= = = 0.0576 = 5.76 cM Incorrect E. distance = ½(3,862) + 3×(169) |
8,800 |
= = = 0.2770 = 27.70 cM Correct
MC b81d_ed7c
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 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.
- 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 | | | | | 153 |
2 | | | | | 3,454 |
3 | | | | | 4,193 |
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 Y
A. distance = ½(153) + 3×(0) |
7,800 |
= = = 0.0098 = 0.98 cM Incorrect B. distance = ½(4,193) + 3×(0) |
7,800 |
= = = 0.2688 = 26.88 cM Incorrect C. distance = ½(0) + 3×(153) |
7,800 |
= = = 0.0588 = 5.88 cM Incorrect D. distance = ½(153) + 3×(153) |
7,800 |
= = = 0.0687 = 6.87 cM Incorrect E. distance = ½(3,454) + 3×(153) |
7,800 |
= = = 0.2803 = 28.03 cM Correct
MC 5161_261c
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 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 | | | | | 63 |
2 | | | | | 1,362 |
3 | | | | | 1,575 |
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 P
A. distance = ½(1,362 + 1,575) + 3×(63) |
3,000 |
= = = 0.5525 = 55.25 cM Incorrect B. distance = ½(1,362) + 3×(63) |
3,000 |
= = = 0.2900 = 29 cM Correct C. distance = = = = 0.0105 = 1.05 cM Incorrect D. distance = ½(1,575) + 3×(63) |
3,000 |
= = = 0.3255 = 32.55 cM Incorrect E. distance = ½(1,575) + 3×(0) |
3,000 |
= = = 0.2625 = 26.25 cM Incorrect
MC 11c9_ccee
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 linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is associated with the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 4,856 |
2 | | | | | 2,662 |
3 | | | | | 82 |
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 N and W
A. distance = ½(2,662) + 3×(82) |
7,600 |
= = = 0.2075 = 20.75 cM Correct B. distance = = = = 0.0054 = 0.54 cM Incorrect C. distance = ½(2,662) + 3×(0) |
7,600 |
= = = 0.1751 = 17.51 cM Incorrect D. distance = ½(82) + 3×(82) |
7,600 |
= = = 0.0378 = 3.78 cM Incorrect E. distance = ½(4,856) + 3×(0) |
7,600 |
= = = 0.3195 = 31.95 cM Incorrect
MC 06ac_4c76
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 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 | | | | | 4,025 |
2 | | | | | 2,302 |
3 | | | | | 73 |
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 H and W
A. distance = ½(2,302 + 4,025) + 3×(73) |
6,400 |
= = = 0.5285 = 52.85 cM Incorrect B. distance = ½(4,025) + 3×(73) |
6,400 |
= = = 0.3487 = 34.87 cM Incorrect C. distance = ½(2,302) + 3×(73) |
6,400 |
= = = 0.2141 = 21.41 cM Correct D. distance = = = = 0.0342 = 3.42 cM Incorrect E. distance = ½(73) + 3×(73) |
6,400 |
= = = 0.0399 = 3.99 cM Incorrect
MC 29d8_2ed4
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 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 | | | | | 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 C and K
A. distance = ½(1,972) + 3×(100) |
4,000 |
= = = 0.3215 = 32.15 cM Incorrect B. distance = ½(0) + 3×(100) |
4,000 |
= = = 0.0750 = 7.50 cM Incorrect C. distance = ½(1,972) + 3×(0) |
4,000 |
= = = 0.2465 = 24.65 cM Incorrect D. distance = ½(100) + 3×(100) |
4,000 |
= = = 0.0875 = 8.75 cM Incorrect E. distance = ½(1,928) + 3×(100) |
4,000 |
= = = 0.3160 = 31.60 cM Correct
MC 7369_9577
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 T is linked with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 72 |
2 | | | | | 2,144 |
3 | | | | | 3,584 |
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 D and T
A. distance = = = = 0.0062 = 0.62 cM Incorrect B. distance = ½(2,144 + 3,584) + 3×(72) |
5,800 |
= = = 0.5310 = 53.10 cM Incorrect C. distance = ½(3,584) + 3×(0) |
5,800 |
= = = 0.3090 = 30.90 cM Incorrect D. distance = ½(72) + 3×(72) |
5,800 |
= = = 0.0434 = 4.34 cM Incorrect E. distance = ½(2,144) + 3×(72) |
5,800 |
= = = 0.2221 = 22.21 cM Correct
MC 6974_ee3f
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 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 | | | | | 980 |
2 | | | | | 970 |
3 | | | | | 50 |
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 F and X
A. distance = ½(980) + 3×(0) |
2,000 |
= = = 0.2450 = 24.50 cM Incorrect B. distance = ½(970) + 3×(50) |
2,000 |
= = = 0.3175 = 31.75 cM Correct C. distance = = = = 0.0750 = 7.50 cM Incorrect D. distance = = = = 0.0125 = 1.25 cM Incorrect E. distance = ½(970 + 980) + 3×(50) |
2,000 |
= = = 0.5625 = 56.25 cM Incorrect
MC d2da_8767
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 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 | | | | | 3,034 |
2 | | | | | 2,642 |
3 | | | | | 124 |
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 C and X
A. distance = ½(2,642) + 3×(124) |
5,800 |
= = = 0.2919 = 29.19 cM Correct B. distance = ½(124) + 3×(0) |
5,800 |
= = = 0.0107 = 1.07 cM Incorrect C. distance = ½(3,034) + 3×(124) |
5,800 |
= = = 0.3257 = 32.57 cM Incorrect D. distance = ½(0) + 3×(124) |
5,800 |
= = = 0.0641 = 6.41 cM Incorrect E. distance = ½(2,642 + 3,034) + 3×(124) |
5,800 |
= = = 0.5534 = 55.34 cM Incorrect
MC ff43_eeaf
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 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 | | | | | 182 |
2 | | | | | 3,918 |
3 | | | | | 4,500 |
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 M and R
A. distance = ½(3,918 + 4,500) + 3×(182) |
8,600 |
= = = 0.5529 = 55.29 cM Incorrect B. distance = ½(4,500) + 3×(0) |
8,600 |
= = = 0.2616 = 26.16 cM Incorrect C. distance = ½(4,500) + 3×(182) |
8,600 |
= = = 0.3251 = 32.51 cM Incorrect D. distance = ½(182) + 3×(182) |
8,600 |
= = = 0.0741 = 7.41 cM Incorrect E. distance = ½(3,918) + 3×(182) |
8,600 |
= = = 0.2913 = 29.13 cM Correct
MC 17bc_c5be
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 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 | | | | | 2,362 |
2 | | | | | 2,318 |
3 | | | | | 120 |
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 X
A. distance = ½(0) + 3×(120) |
4,800 |
= = = 0.0750 = 7.50 cM Incorrect B. distance = ½(2,318 + 2,362) + 3×(120) |
4,800 |
= = = 0.5625 = 56.25 cM Incorrect C. distance = ½(2,318) + 3×(0) |
4,800 |
= = = 0.2415 = 24.15 cM Incorrect D. distance = ½(2,362) + 3×(0) |
4,800 |
= = = 0.2460 = 24.60 cM Incorrect E. distance = ½(2,318) + 3×(120) |
4,800 |
= = = 0.3165 = 31.65 cM Correct
MC 0c35_a318
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 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 | | | | | 3,116 |
2 | | | | | 2,570 |
3 | | | | | 114 |
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 B and X
A. distance = ½(2,570) + 3×(114) |
5,800 |
= = = 0.2805 = 28.05 cM Correct B. distance = ½(114) + 3×(114) |
5,800 |
= = = 0.0688 = 6.88 cM Incorrect C. distance = ½(3,116) + 3×(114) |
5,800 |
= = = 0.3276 = 32.76 cM Incorrect D. distance = ½(0) + 3×(114) |
5,800 |
= = = 0.0590 = 5.90 cM Incorrect E. distance = ½(2,570 + 3,116) + 3×(114) |
5,800 |
= = = 0.5491 = 54.91 cM Incorrect
MC 4f56_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 N is analogous to the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene R is 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 | | | | | 88 |
2 | | | | | 2,276 |
3 | | | | | 3,236 |
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 N and R
A. distance = ½(3,236) + 3×(88) |
5,600 |
= = = 0.3361 = 33.61 cM Incorrect B. distance = ½(3,236) + 3×(0) |
5,600 |
= = = 0.2889 = 28.89 cM Incorrect C. distance = = = = 0.0471 = 4.71 cM Incorrect D. distance = = = = 0.0079 = 0.79 cM Incorrect E. distance = ½(2,276) + 3×(88) |
5,600 |
= = = 0.2504 = 25.04 cM Correct
MC daa3_0ca7
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 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 | | | | | 4,181 |
2 | | | | | 2,908 |
3 | | | | | 111 |
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 R and Y
A. distance = ½(2,908) + 3×(111) |
7,200 |
= = = 0.2482 = 24.82 cM Correct B. distance = ½(2,908 + 4,181) + 3×(111) |
7,200 |
= = = 0.5385 = 53.85 cM Incorrect C. distance = ½(4,181) + 3×(0) |
7,200 |
= = = 0.2903 = 29.03 cM Incorrect D. distance = ½(111) + 3×(0) |
7,200 |
= = = 0.0077 = 0.77 cM Incorrect E. distance = ½(111) + 3×(111) |
7,200 |
= = = 0.0540 = 5.40 cM Incorrect
MC a5e7_3148
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 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 | | | | | 27 |
2 | | | | | 722 |
3 | | | | | 1,051 |
TOTAL = | 1,800 |
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
A. distance = ½(27) + 3×(27) |
1,800 |
= = = 0.0525 = 5.25 cM Incorrect B. distance = = = = 0.0450 = 4.50 cM Incorrect C. distance = ½(722 + 1,051) + 3×(27) |
1,800 |
= = = 0.5375 = 53.75 cM Incorrect D. distance = ½(722) + 3×(27) |
1,800 |
= = = 0.2456 = 24.56 cM Correct E. distance = ½(722) + 3×(0) |
1,800 |
= = = 0.2006 = 20.06 cM Incorrect
MC ead5_5e52
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 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 | | | | | 118 |
2 | | | | | 2,776 |
3 | | | | | 3,506 |
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 X and Y
A. distance = ½(2,776) + 3×(118) |
6,400 |
= = = 0.2722 = 27.22 cM Correct B. distance = ½(3,506) + 3×(118) |
6,400 |
= = = 0.3292 = 32.92 cM Incorrect C. distance = ½(3,506) + 3×(0) |
6,400 |
= = = 0.2739 = 27.39 cM Incorrect D. distance = ½(2,776) + 3×(0) |
6,400 |
= = = 0.2169 = 21.69 cM Incorrect E. distance = ½(2,776 + 3,506) + 3×(118) |
6,400 |
= = = 0.5461 = 54.61 cM Incorrect
MC 892c_3e9b
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 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 | | | | | 149 |
2 | | | | | 3,480 |
3 | | | | | 4,371 |
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 W
A. distance = ½(3,480) + 3×(0) |
8,000 |
= = = 0.2175 = 21.75 cM Incorrect B. distance = ½(149) + 3×(0) |
8,000 |
= = = 0.0093 = 0.93 cM Incorrect C. distance = ½(149) + 3×(149) |
8,000 |
= = = 0.0652 = 6.52 cM Incorrect D. distance = ½(4,371) + 3×(0) |
8,000 |
= = = 0.2732 = 27.32 cM Incorrect E. distance = ½(3,480) + 3×(149) |
8,000 |
= = = 0.2734 = 27.34 cM Correct
MC 86ae_186c
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 associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene 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 | | | | | 183 |
2 | | | | | 3,680 |
3 | | | | | 3,937 |
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 M and R
A. distance = ½(3,680) + 3×(183) |
7,800 |
= = = 0.3063 = 30.63 cM Correct B. distance = ½(3,680) + 3×(0) |
7,800 |
= = = 0.2359 = 23.59 cM Incorrect C. distance = ½(183) + 3×(0) |
7,800 |
= = = 0.0117 = 1.17 cM Incorrect D. distance = ½(3,937) + 3×(0) |
7,800 |
= = = 0.2524 = 25.24 cM Incorrect E. distance = ½(3,937) + 3×(183) |
7,800 |
= = = 0.3228 = 32.28 cM Incorrect
MC 51dc_f711
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 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 | | | | | 3,846 |
2 | | | | | 3,026 |
3 | | | | | 128 |
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 E and H
A. distance = ½(3,846) + 3×(128) |
7,000 |
= = = 0.3296 = 32.96 cM Incorrect B. distance = ½(3,026) + 3×(0) |
7,000 |
= = = 0.2161 = 21.61 cM Incorrect C. distance = ½(3,026) + 3×(128) |
7,000 |
= = = 0.2710 = 27.10 cM Correct D. distance = ½(0) + 3×(128) |
7,000 |
= = = 0.0549 = 5.49 cM Incorrect E. distance = ½(3,026 + 3,846) + 3×(128) |
7,000 |
= = = 0.5457 = 54.57 cM Incorrect
MC 818e_ca16
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 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 | | | | | 51 |
2 | | | | | 1,678 |
3 | | | | | 3,071 |
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 T
A. distance = ½(3,071) + 3×(51) |
4,800 |
= = = 0.3518 = 35.18 cM Incorrect B. distance = ½(1,678) + 3×(51) |
4,800 |
= = = 0.2067 = 20.67 cM Correct C. distance = ½(1,678) + 3×(0) |
4,800 |
= = = 0.1748 = 17.48 cM Incorrect D. distance = ½(1,678 + 3,071) + 3×(51) |
4,800 |
= = = 0.5266 = 52.66 cM Incorrect E. distance = = = = 0.0319 = 3.19 cM Incorrect
MC c90b_be52
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 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 | | | | | 1,122 |
2 | | | | | 1,028 |
3 | | | | | 50 |
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 X
A. distance = ½(1,028) + 3×(0) |
2,200 |
= = = 0.2336 = 23.36 cM Incorrect B. distance = ½(1,028) + 3×(50) |
2,200 |
= = = 0.3018 = 30.18 cM Correct C. distance = = = = 0.0114 = 1.14 cM Incorrect D. distance = = = = 0.0682 = 6.82 cM Incorrect E. distance = ½(1,028 + 1,122) + 3×(50) |
2,200 |
= = = 0.5568 = 55.68 cM Incorrect
MC 0278_18c0
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 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.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 117 |
2 | | | | | 3,456 |
3 | | | | | 5,627 |
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 B and N
A. distance = ½(3,456) + 3×(117) |
9,200 |
= = = 0.2260 = 22.60 cM Correct B. distance = ½(5,627) + 3×(0) |
9,200 |
= = = 0.3058 = 30.58 cM Incorrect C. distance = ½(3,456 + 5,627) + 3×(117) |
9,200 |
= = = 0.5318 = 53.18 cM Incorrect D. distance = ½(117) + 3×(0) |
9,200 |
= = = 0.0064 = 0.64 cM Incorrect E. distance = ½(3,456) + 3×(0) |
9,200 |
= = = 0.1878 = 18.78 cM Incorrect
MC 3c4c_77ce
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 connected with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene Y is 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 | | | | | 2,452 |
2 | | | | | 1,684 |
3 | | | | | 64 |
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 P and Y
A. distance = = = = 0.0457 = 4.57 cM Incorrect B. distance = ½(1,684) + 3×(64) |
4,200 |
= = = 0.2462 = 24.62 cM Correct C. distance = ½(2,452) + 3×(0) |
4,200 |
= = = 0.2919 = 29.19 cM Incorrect D. distance = ½(2,452) + 3×(64) |
4,200 |
= = = 0.3376 = 33.76 cM Incorrect E. distance = = = = 0.0076 = 0.76 cM Incorrect
MC 06ed_90ee
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 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 | | | | | 3,042 |
2 | | | | | 1,704 |
3 | | | | | 54 |
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 R
A. distance = ½(1,704) + 3×(54) |
4,800 |
= = = 0.2112 = 21.12 cM Correct B. distance = ½(54) + 3×(54) |
4,800 |
= = = 0.0394 = 3.94 cM Incorrect C. distance = ½(3,042) + 3×(54) |
4,800 |
= = = 0.3506 = 35.06 cM Incorrect D. distance = ½(3,042) + 3×(0) |
4,800 |
= = = 0.3169 = 31.69 cM Incorrect E. distance = = = = 0.0338 = 3.38 cM Incorrect
MC 632a_98e9
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 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 | | | | | 31 |
2 | | | | | 806 |
3 | | | | | 1,163 |
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 J and N
A. distance = ½(806) + 3×(31) |
2,000 |
= = = 0.2480 = 24.80 cM Correct B. distance = ½(806 + 1,163) + 3×(31) |
2,000 |
= = = 0.5387 = 53.87 cM Incorrect C. distance = ½(806) + 3×(0) |
2,000 |
= = = 0.2015 = 20.15 cM Incorrect D. distance = ½(1,163) + 3×(0) |
2,000 |
= = = 0.2908 = 29.07 cM Incorrect E. distance = = = = 0.0465 = 4.65 cM Incorrect
MC 5c18_5fbb
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 affiliated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene 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 | | | | | 125 |
2 | | | | | 2,934 |
3 | | | | | 3,741 |
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 P and R
A. distance = ½(2,934) + 3×(125) |
6,800 |
= = = 0.2709 = 27.09 cM Correct B. distance = ½(3,741) + 3×(0) |
6,800 |
= = = 0.2751 = 27.51 cM Incorrect C. distance = ½(2,934) + 3×(0) |
6,800 |
= = = 0.2157 = 21.57 cM Incorrect D. distance = ½(2,934 + 3,741) + 3×(125) |
6,800 |
= = = 0.5460 = 54.60 cM Incorrect E. distance = ½(3,741) + 3×(125) |
6,800 |
= = = 0.3302 = 33.02 cM Incorrect
MC e7d2_711c
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 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 | | | | | 5,288 |
2 | | | | | 4,136 |
3 | | | | | 176 |
TOTAL = | 9,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and Y
A. distance = ½(176) + 3×(176) |
9,600 |
= = = 0.0642 = 6.42 cM Incorrect B. distance = ½(5,288) + 3×(0) |
9,600 |
= = = 0.2754 = 27.54 cM Incorrect C. distance = ½(0) + 3×(176) |
9,600 |
= = = 0.0550 = 5.50 cM Incorrect D. distance = ½(5,288) + 3×(176) |
9,600 |
= = = 0.3304 = 33.04 cM Incorrect E. distance = ½(4,136) + 3×(176) |
9,600 |
= = = 0.2704 = 27.04 cM Correct
MC 9e13_f95c
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 M is affiliated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 85 |
2 | | | | | 1,932 |
3 | | | | | 2,383 |
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 F and M
A. distance = ½(85) + 3×(85) |
4,400 |
= = = 0.0676 = 6.76 cM Incorrect B. distance = ½(1,932 + 2,383) + 3×(85) |
4,400 |
= = = 0.5483 = 54.83 cM Incorrect C. distance = ½(2,383) + 3×(85) |
4,400 |
= = = 0.3287 = 32.88 cM Incorrect D. distance = ½(1,932) + 3×(85) |
4,400 |
= = = 0.2775 = 27.75 cM Correct E. distance = = = = 0.0580 = 5.80 cM Incorrect
MC 2a34_bf14
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 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 | | | | | 4,646 |
2 | | | | | 3,972 |
3 | | | | | 182 |
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 K and Y
A. distance = ½(182) + 3×(182) |
8,800 |
= = = 0.0724 = 7.24 cM Incorrect B. distance = ½(3,972) + 3×(182) |
8,800 |
= = = 0.2877 = 28.77 cM Correct C. distance = ½(0) + 3×(182) |
8,800 |
= = = 0.0620 = 6.20 cM Incorrect D. distance = ½(3,972 + 4,646) + 3×(182) |
8,800 |
= = = 0.5517 = 55.17 cM Incorrect E. distance = ½(3,972) + 3×(0) |
8,800 |
= = = 0.2257 = 22.57 cM Incorrect
MC d775_3114
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 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 | | | | | 131 |
2 | | | | | 3,604 |
3 | | | | | 5,465 |
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 A and T
A. distance = ½(0) + 3×(131) |
9,200 |
= = = 0.0427 = 4.27 cM Incorrect B. distance = ½(3,604 + 5,465) + 3×(131) |
9,200 |
= = = 0.5356 = 53.56 cM Incorrect C. distance = ½(5,465) + 3×(0) |
9,200 |
= = = 0.2970 = 29.70 cM Incorrect D. distance = ½(131) + 3×(131) |
9,200 |
= = = 0.0498 = 4.98 cM Incorrect E. distance = ½(3,604) + 3×(131) |
9,200 |
= = = 0.2386 = 23.86 cM Correct
MC a7f2_4973
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 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 | | | | | 3,751 |
2 | | | | | 1,990 |
3 | | | | | 59 |
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 R
A. distance = = = = 0.0305 = 3.05 cM Incorrect B. distance = = = = 0.0051 = 0.51 cM Incorrect C. distance = ½(1,990) + 3×(59) |
5,800 |
= = = 0.2021 = 20.21 cM Correct D. distance = ½(59) + 3×(59) |
5,800 |
= = = 0.0356 = 3.56 cM Incorrect E. distance = ½(1,990) + 3×(0) |
5,800 |
= = = 0.1716 = 17.16 cM Incorrect
MC d56e_4b33
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 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 | | | | | 118 |
2 | | | | | 3,380 |
3 | | | | | 5,302 |
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 R and T
A. distance = ½(0) + 3×(118) |
8,800 |
= = = 0.0402 = 4.02 cM Incorrect B. distance = ½(3,380) + 3×(118) |
8,800 |
= = = 0.2323 = 23.23 cM Correct C. distance = ½(5,302) + 3×(0) |
8,800 |
= = = 0.3013 = 30.12 cM Incorrect D. distance = ½(3,380) + 3×(0) |
8,800 |
= = = 0.1920 = 19.20 cM Incorrect E. distance = ½(5,302) + 3×(118) |
8,800 |
= = = 0.3415 = 34.15 cM Incorrect
MC 0ca3_8d9e
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 associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is analogous to the 'webbed' phenotype. A budding yeast that is homozygous recessive for Gene W colonies produce delicate, web-like strands that connect neighboring colonies in a cobweb pattern.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 142 |
2 | | | | | 2,776 |
3 | | | | | 2,882 |
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 N and W
A. distance = ½(2,882) + 3×(142) |
5,800 |
= = = 0.3219 = 32.19 cM Incorrect B. distance = ½(2,776) + 3×(142) |
5,800 |
= = = 0.3128 = 31.28 cM Correct C. distance = ½(0) + 3×(142) |
5,800 |
= = = 0.0734 = 7.34 cM Incorrect D. distance = ½(2,776 + 2,882) + 3×(142) |
5,800 |
= = = 0.5612 = 56.12 cM Incorrect E. distance = ½(142) + 3×(142) |
5,800 |
= = = 0.0857 = 8.57 cM Incorrect
MC 1110_fc92
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 correlated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene P is 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 | | | | | 173 |
2 | | | | | 3,724 |
3 | | | | | 4,303 |
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 M and P
A. distance = ½(3,724) + 3×(0) |
8,200 |
= = = 0.2271 = 22.71 cM Incorrect B. distance = ½(173) + 3×(173) |
8,200 |
= = = 0.0738 = 7.38 cM Incorrect C. distance = ½(4,303) + 3×(173) |
8,200 |
= = = 0.3257 = 32.57 cM Incorrect D. distance = ½(4,303) + 3×(0) |
8,200 |
= = = 0.2624 = 26.24 cM Incorrect E. distance = ½(3,724) + 3×(173) |
8,200 |
= = = 0.2904 = 29.04 cM Correct
MC e3e0_396e
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 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 | | | | | 2,138 |
2 | | | | | 1,598 |
3 | | | | | 64 |
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 C and Y
A. distance = ½(1,598) + 3×(64) |
3,800 |
= = = 0.2608 = 26.08 cM Correct B. distance = ½(2,138) + 3×(0) |
3,800 |
= = = 0.2813 = 28.13 cM Incorrect C. distance = ½(1,598) + 3×(0) |
3,800 |
= = = 0.2103 = 21.03 cM Incorrect D. distance = = = = 0.0084 = 0.84 cM Incorrect E. distance = ½(64) + 3×(64) |
3,800 |
= = = 0.0589 = 5.89 cM Incorrect
MC 39d9_323e
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 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 | | | | | 5,410 |
2 | | | | | 3,280 |
3 | | | | | 110 |
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 K and X
A. distance = ½(5,410) + 3×(110) |
8,800 |
= = = 0.3449 = 34.49 cM Incorrect B. distance = ½(0) + 3×(110) |
8,800 |
= = = 0.0375 = 3.75 cM Incorrect C. distance = ½(5,410) + 3×(0) |
8,800 |
= = = 0.3074 = 30.74 cM Incorrect D. distance = ½(3,280) + 3×(110) |
8,800 |
= = = 0.2239 = 22.39 cM Correct E. distance = ½(3,280) + 3×(0) |
8,800 |
= = = 0.1864 = 18.64 cM Incorrect
MC a979_be10
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 | | | | | 2,673 |
2 | | | | | 2,594 |
3 | | | | | 133 |
TOTAL = | 5,400 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes E and R
A. distance = ½(2,673) + 3×(0) |
5,400 |
= = = 0.2475 = 24.75 cM Incorrect B. distance = ½(2,594) + 3×(0) |
5,400 |
= = = 0.2402 = 24.02 cM Incorrect C. distance = ½(2,594) + 3×(133) |
5,400 |
= = = 0.3141 = 31.41 cM Correct D. distance = ½(0) + 3×(133) |
5,400 |
= = = 0.0739 = 7.39 cM Incorrect E. distance = ½(2,594 + 2,673) + 3×(133) |
5,400 |
= = = 0.5616 = 56.16 cM Incorrect
MC a47e_d040
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 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 | | | | | 102 |
2 | | | | | 3,172 |
3 | | | | | 5,526 |
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 N
A. distance = ½(102) + 3×(102) |
8,800 |
= = = 0.0406 = 4.06 cM Incorrect B. distance = ½(0) + 3×(102) |
8,800 |
= = = 0.0348 = 3.48 cM Incorrect C. distance = ½(5,526) + 3×(0) |
8,800 |
= = = 0.3140 = 31.40 cM Incorrect D. distance = ½(3,172) + 3×(102) |
8,800 |
= = = 0.2150 = 21.50 cM Correct E. distance = ½(3,172 + 5,526) + 3×(102) |
8,800 |
= = = 0.5290 = 52.90 cM Incorrect
MC 51d5_b77b
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 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 | | | | | 54 |
2 | | | | | 1,280 |
3 | | | | | 1,666 |
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 C and H
A. distance = = = = 0.0090 = 0.90 cM Incorrect B. distance = ½(1,666) + 3×(0) |
3,000 |
= = = 0.2777 = 27.77 cM Incorrect C. distance = ½(1,280 + 1,666) + 3×(54) |
3,000 |
= = = 0.5450 = 54.50 cM Incorrect D. distance = ½(1,280) + 3×(54) |
3,000 |
= = = 0.2673 = 26.73 cM Correct E. distance = ½(1,280) + 3×(0) |
3,000 |
= = = 0.2133 = 21.33 cM Incorrect
MC c208_50af
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 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 | | | | | 142 |
2 | | | | | 3,130 |
3 | | | | | 3,728 |
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 E and N
A. distance = ½(142) + 3×(142) |
7,000 |
= = = 0.0710 = 7.10 cM Incorrect B. distance = ½(0) + 3×(142) |
7,000 |
= = = 0.0609 = 6.09 cM Incorrect C. distance = ½(3,130) + 3×(142) |
7,000 |
= = = 0.2844 = 28.44 cM Correct D. distance = ½(3,728) + 3×(142) |
7,000 |
= = = 0.3271 = 32.71 cM Incorrect E. distance = ½(3,130 + 3,728) + 3×(142) |
7,000 |
= = = 0.5507 = 55.07 cM Incorrect
MC 26f9_c4bf
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 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 | | | | | 136 |
2 | | | | | 2,854 |
3 | | | | | 3,210 |
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 B and K
A. distance = ½(3,210) + 3×(136) |
6,200 |
= = = 0.3247 = 32.47 cM Incorrect B. distance = ½(3,210) + 3×(0) |
6,200 |
= = = 0.2589 = 25.89 cM Incorrect C. distance = ½(2,854) + 3×(136) |
6,200 |
= = = 0.2960 = 29.60 cM Correct D. distance = ½(136) + 3×(0) |
6,200 |
= = = 0.0110 = 1.10 cM Incorrect E. distance = ½(2,854 + 3,210) + 3×(136) |
6,200 |
= = = 0.5548 = 55.48 cM Incorrect
MC 82d5_f332
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 associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene 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 | | | | | 2,816 |
3 | | | | | 3,666 |
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 J and N
A. distance = ½(2,816 + 3,666) + 3×(118) |
6,600 |
= = = 0.5447 = 54.47 cM Incorrect B. distance = ½(0) + 3×(118) |
6,600 |
= = = 0.0536 = 5.36 cM Incorrect C. distance = ½(3,666) + 3×(0) |
6,600 |
= = = 0.2777 = 27.77 cM Incorrect D. distance = ½(2,816) + 3×(118) |
6,600 |
= = = 0.2670 = 26.70 cM Correct E. distance = ½(118) + 3×(0) |
6,600 |
= = = 0.0089 = 0.89 cM Incorrect
MC feaa_8de1
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 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 | | | | | 97 |
2 | | | | | 1,914 |
3 | | | | | 1,989 |
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 A and K
A. distance = ½(1,914 + 1,989) + 3×(97) |
4,000 |
= = = 0.5606 = 56.06 cM Incorrect B. distance = ½(1,989) + 3×(97) |
4,000 |
= = = 0.3214 = 32.14 cM Incorrect C. distance = = = = 0.0121 = 1.21 cM Incorrect D. distance = = = = 0.0727 = 7.27 cM Incorrect E. distance = ½(1,914) + 3×(97) |
4,000 |
= = = 0.3120 = 31.20 cM Correct
MC 1115_361e
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 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 | | | | | 3,664 |
2 | | | | | 3,372 |
3 | | | | | 164 |
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 D and N
A. distance = ½(3,664) + 3×(0) |
7,200 |
= = = 0.2544 = 25.44 cM Incorrect B. distance = ½(3,372 + 3,664) + 3×(164) |
7,200 |
= = = 0.5569 = 55.69 cM Incorrect C. distance = ½(0) + 3×(164) |
7,200 |
= = = 0.0683 = 6.83 cM Incorrect D. distance = ½(3,372) + 3×(164) |
7,200 |
= = = 0.3025 = 30.25 cM Correct E. distance = ½(3,664) + 3×(164) |
7,200 |
= = = 0.3228 = 32.28 cM Incorrect
MC 96c9_da26
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 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 | | | | | 2,365 |
2 | | | | | 1,390 |
3 | | | | | 45 |
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 K and P
A. distance = ½(2,365) + 3×(0) |
3,800 |
= = = 0.3112 = 31.12 cM Incorrect B. distance = ½(1,390) + 3×(0) |
3,800 |
= = = 0.1829 = 18.29 cM Incorrect C. distance = ½(1,390) + 3×(45) |
3,800 |
= = = 0.2184 = 21.84 cM Correct D. distance = ½(1,390 + 2,365) + 3×(45) |
3,800 |
= = = 0.5296 = 52.96 cM Incorrect E. distance = ½(45) + 3×(45) |
3,800 |
= = = 0.0414 = 4.14 cM Incorrect
MC cd34_56d4
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 affiliated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene 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 | | | | | 86 |
2 | | | | | 1,708 |
3 | | | | | 1,806 |
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 J and T
A. distance = ½(86) + 3×(86) |
3,600 |
= = = 0.0836 = 8.36 cM Incorrect B. distance = ½(1,708) + 3×(86) |
3,600 |
= = = 0.3089 = 30.89 cM Correct C. distance = = = = 0.0119 = 1.19 cM Incorrect D. distance = ½(1,806) + 3×(86) |
3,600 |
= = = 0.3225 = 32.25 cM Incorrect E. distance = ½(1,708 + 1,806) + 3×(86) |
3,600 |
= = = 0.5597 = 55.97 cM Incorrect
MC b1ab_1786
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 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 | | | | | 69 |
2 | | | | | 1,734 |
3 | | | | | 2,397 |
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 C and M
A. distance = ½(69) + 3×(69) |
4,200 |
= = = 0.0575 = 5.75 cM Incorrect B. distance = ½(1,734) + 3×(69) |
4,200 |
= = = 0.2557 = 25.57 cM Correct C. distance = ½(1,734) + 3×(0) |
4,200 |
= = = 0.2064 = 20.64 cM Incorrect D. distance = ½(2,397) + 3×(0) |
4,200 |
= = = 0.2854 = 28.54 cM Incorrect E. distance = ½(2,397) + 3×(69) |
4,200 |
= = = 0.3346 = 33.46 cM Incorrect
MC 983d_43f5
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 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 | | | | | 144 |
2 | | | | | 3,782 |
3 | | | | | 5,474 |
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 X
A. distance = ½(144) + 3×(0) |
9,400 |
= = = 0.0077 = 0.77 cM Incorrect B. distance = ½(5,474) + 3×(0) |
9,400 |
= = = 0.2912 = 29.12 cM Incorrect C. distance = ½(3,782) + 3×(0) |
9,400 |
= = = 0.2012 = 20.12 cM Incorrect D. distance = ½(144) + 3×(144) |
9,400 |
= = = 0.0536 = 5.36 cM Incorrect E. distance = ½(3,782) + 3×(144) |
9,400 |
= = = 0.2471 = 24.71 cM Correct
MC ba5c_9523
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 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 | | | | | 91 |
2 | | | | | 2,046 |
3 | | | | | 2,463 |
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 X
A. distance = = = = 0.0593 = 5.93 cM Incorrect B. distance = ½(2,046) + 3×(91) |
4,600 |
= = = 0.2817 = 28.17 cM Correct C. distance = ½(91) + 3×(91) |
4,600 |
= = = 0.0692 = 6.92 cM Incorrect D. distance = ½(2,463) + 3×(0) |
4,600 |
= = = 0.2677 = 26.77 cM Incorrect E. distance = ½(2,463) + 3×(91) |
4,600 |
= = = 0.3271 = 32.71 cM Incorrect
MC 61a4_3127
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 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 | | | | | 35 |
2 | | | | | 796 |
3 | | | | | 969 |
TOTAL = | 1,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes C and W
A. distance = ½(796) + 3×(35) |
1,800 |
= = = 0.2794 = 27.94 cM Correct B. distance = = = = 0.0583 = 5.83 cM Incorrect C. distance = ½(35) + 3×(35) |
1,800 |
= = = 0.0681 = 6.81 cM Incorrect D. distance = = = = 0.0097 = 0.97 cM Incorrect E. distance = ½(969) + 3×(0) |
1,800 |
= = = 0.2692 = 26.92 cM Incorrect
MC 0767_1842
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 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 | | | | | 90 |
2 | | | | | 2,294 |
3 | | | | | 3,216 |
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 R and T
A. distance = ½(3,216) + 3×(0) |
5,600 |
= = = 0.2871 = 28.71 cM Incorrect B. distance = ½(2,294 + 3,216) + 3×(90) |
5,600 |
= = = 0.5402 = 54.02 cM Incorrect C. distance = ½(2,294) + 3×(90) |
5,600 |
= = = 0.2530 = 25.30 cM Correct D. distance = ½(3,216) + 3×(90) |
5,600 |
= = = 0.3354 = 33.54 cM Incorrect E. distance = = = = 0.0080 = 0.80 cM Incorrect
MC 2821_ef54
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 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 | | | | | 56 |
2 | | | | | 1,642 |
3 | | | | | 2,702 |
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 B and M
A. distance = ½(2,702) + 3×(0) |
4,400 |
= = = 0.3070 = 30.70 cM Incorrect B. distance = = = = 0.0382 = 3.82 cM Incorrect C. distance = ½(1,642) + 3×(0) |
4,400 |
= = = 0.1866 = 18.66 cM Incorrect D. distance = ½(1,642) + 3×(56) |
4,400 |
= = = 0.2248 = 22.48 cM Correct E. distance = ½(1,642 + 2,702) + 3×(56) |
4,400 |
= = = 0.5318 = 53.18 cM Incorrect
MC a439_af0b
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 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 | | | | | 940 |
2 | | | | | 822 |
3 | | | | | 38 |
TOTAL = | 1,800 |
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
A. distance = ½(940) + 3×(38) |
1,800 |
= = = 0.3244 = 32.44 cM Incorrect B. distance = ½(822 + 940) + 3×(38) |
1,800 |
= = = 0.5528 = 55.28 cM Incorrect C. distance = ½(822) + 3×(38) |
1,800 |
= = = 0.2917 = 29.17 cM Correct D. distance = = = = 0.0633 = 6.33 cM Incorrect E. distance = = = = 0.0106 = 1.06 cM Incorrect
MC c6ae_2384
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 J is correlated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 138 |
2 | | | | | 3,538 |
3 | | | | | 4,924 |
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 E and J
A. distance = ½(3,538 + 4,924) + 3×(138) |
8,600 |
= = = 0.5401 = 54.01 cM Incorrect B. distance = ½(3,538) + 3×(0) |
8,600 |
= = = 0.2057 = 20.57 cM Incorrect C. distance = ½(138) + 3×(0) |
8,600 |
= = = 0.0080 = 0.80 cM Incorrect D. distance = ½(3,538) + 3×(138) |
8,600 |
= = = 0.2538 = 25.38 cM Correct E. distance = ½(0) + 3×(138) |
8,600 |
= = = 0.0481 = 4.81 cM Incorrect
MC 48ec_d97e
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 associated with the 'jeweled' phenotype. A budding yeast that is homozygous recessive for Gene J colonies appear dotted with tiny, iridescent spots that sparkle under light.
- Gene 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 | | | | | 1,805 |
2 | | | | | 966 |
3 | | | | | 29 |
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 J and N
A. distance = ½(1,805) + 3×(0) |
2,800 |
= = = 0.3223 = 32.23 cM Incorrect B. distance = = = = 0.0311 = 3.11 cM Incorrect C. distance = ½(966) + 3×(29) |
2,800 |
= = = 0.2036 = 20.36 cM Correct D. distance = = = = 0.0052 = 0.52 cM Incorrect E. distance = ½(29) + 3×(29) |
2,800 |
= = = 0.0362 = 3.62 cM Incorrect
MC 73fd_a3d5
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 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 | | | | | 1,802 |
2 | | | | | 1,344 |
3 | | | | | 54 |
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 A and Y
A. distance = ½(1,802) + 3×(54) |
3,200 |
= = = 0.3322 = 33.22 cM Incorrect B. distance = ½(1,344) + 3×(0) |
3,200 |
= = = 0.2100 = 21 cM Incorrect C. distance = ½(1,344) + 3×(54) |
3,200 |
= = = 0.2606 = 26.06 cM Correct D. distance = ½(1,344 + 1,802) + 3×(54) |
3,200 |
= = = 0.5422 = 54.22 cM Incorrect E. distance = ½(54) + 3×(54) |
3,200 |
= = = 0.0591 = 5.91 cM Incorrect
MC 66bf_9f1b
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 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 | | | | | 5,599 |
2 | | | | | 3,856 |
3 | | | | | 145 |
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 X
A. distance = ½(5,599) + 3×(0) |
9,600 |
= = = 0.2916 = 29.16 cM Incorrect B. distance = ½(5,599) + 3×(145) |
9,600 |
= = = 0.3369 = 33.69 cM Incorrect C. distance = ½(3,856) + 3×(0) |
9,600 |
= = = 0.2008 = 20.08 cM Incorrect D. distance = ½(145) + 3×(145) |
9,600 |
= = = 0.0529 = 5.29 cM Incorrect E. distance = ½(3,856) + 3×(145) |
9,600 |
= = = 0.2461 = 24.61 cM Correct
MC 1080_40bb
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 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 | | | | | 1,815 |
2 | | | | | 1,700 |
3 | | | | | 85 |
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 M and R
A. distance = ½(1,815) + 3×(85) |
3,600 |
= = = 0.3229 = 32.29 cM Incorrect B. distance = ½(1,700) + 3×(85) |
3,600 |
= = = 0.3069 = 30.69 cM Correct C. distance = ½(1,700) + 3×(0) |
3,600 |
= = = 0.2361 = 23.61 cM Incorrect D. distance = ½(85) + 3×(85) |
3,600 |
= = = 0.0826 = 8.26 cM Incorrect E. distance = ½(1,815) + 3×(0) |
3,600 |
= = = 0.2521 = 25.21 cM Incorrect
MC b4cc_90f0
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 affiliated with the 'clumpy' phenotype. A budding yeast that is homozygous recessive for Gene C grows in dense, irregular clusters, with cells clumping together rather than spreading smoothly.
- Gene 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 | | | | | 2,223 |
2 | | | | | 1,520 |
3 | | | | | 57 |
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 C and K
A. distance = ½(1,520) + 3×(57) |
3,800 |
= = = 0.2450 = 24.50 cM Correct B. distance = = = = 0.0450 = 4.50 cM Incorrect C. distance = = = = 0.0075 = 0.75 cM Incorrect D. distance = ½(1,520 + 2,223) + 3×(57) |
3,800 |
= = = 0.5375 = 53.75 cM Incorrect E. distance = ½(2,223) + 3×(57) |
3,800 |
= = = 0.3375 = 33.75 cM Incorrect
MC cffe_2c01
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 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 | | | | | 2,251 |
2 | | | | | 2,050 |
3 | | | | | 99 |
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 N and R
A. distance = = = = 0.0112 = 1.12 cM Incorrect B. distance = ½(99) + 3×(99) |
4,400 |
= = = 0.0788 = 7.88 cM Incorrect C. distance = ½(2,251) + 3×(99) |
4,400 |
= = = 0.3233 = 32.33 cM Incorrect D. distance = ½(2,251) + 3×(0) |
4,400 |
= = = 0.2558 = 25.58 cM Incorrect E. distance = ½(2,050) + 3×(99) |
4,400 |
= = = 0.3005 = 30.05 cM Correct
MC b02d_7bd9
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 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.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 90 |
2 | | | | | 1,976 |
3 | | | | | 2,334 |
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 A and K
A. distance = = = = 0.0102 = 1.02 cM Incorrect B. distance = ½(2,334) + 3×(0) |
4,400 |
= = = 0.2652 = 26.52 cM Incorrect C. distance = ½(1,976) + 3×(90) |
4,400 |
= = = 0.2859 = 28.59 cM Correct D. distance = ½(1,976 + 2,334) + 3×(90) |
4,400 |
= = = 0.5511 = 55.11 cM Incorrect E. distance = = = = 0.0614 = 6.14 cM Incorrect
MC 825e_ad41
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 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 | | | | | 85 |
2 | | | | | 2,248 |
3 | | | | | 3,267 |
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 D and N
A. distance = ½(3,267) + 3×(0) |
5,600 |
= = = 0.2917 = 29.17 cM Incorrect B. distance = ½(85) + 3×(85) |
5,600 |
= = = 0.0531 = 5.31 cM Incorrect C. distance = ½(2,248) + 3×(0) |
5,600 |
= = = 0.2007 = 20.07 cM Incorrect D. distance = ½(2,248) + 3×(85) |
5,600 |
= = = 0.2462 = 24.62 cM Correct E. distance = = = = 0.0455 = 4.55 cM Incorrect
MC c8bf_08f2
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 associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene W is 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 | | | | | 889 |
2 | | | | | 866 |
3 | | | | | 45 |
TOTAL = | 1,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes N and W
A. distance = ½(889) + 3×(0) |
1,800 |
= = = 0.2469 = 24.69 cM Incorrect B. distance = ½(866) + 3×(45) |
1,800 |
= = = 0.3156 = 31.56 cM Correct C. distance = ½(866 + 889) + 3×(45) |
1,800 |
= = = 0.5625 = 56.25 cM Incorrect D. distance = = = = 0.0750 = 7.50 cM Incorrect E. distance = = = = 0.0125 = 1.25 cM Incorrect
MC e125_e586
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 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 | | | | | 3,468 |
2 | | | | | 3,360 |
3 | | | | | 172 |
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 P
A. distance = ½(3,468) + 3×(0) |
7,000 |
= = = 0.2477 = 24.77 cM Incorrect B. distance = ½(3,360 + 3,468) + 3×(172) |
7,000 |
= = = 0.5614 = 56.14 cM Incorrect C. distance = ½(0) + 3×(172) |
7,000 |
= = = 0.0737 = 7.37 cM Incorrect D. distance = ½(172) + 3×(0) |
7,000 |
= = = 0.0123 = 1.23 cM Incorrect E. distance = ½(3,360) + 3×(172) |
7,000 |
= = = 0.3137 = 31.37 cM Correct
MC a900_6582
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 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 | | | | | 121 |
2 | | | | | 3,358 |
3 | | | | | 5,121 |
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 W and X
A. distance = ½(3,358) + 3×(121) |
8,600 |
= = = 0.2374 = 23.74 cM Correct B. distance = ½(121) + 3×(0) |
8,600 |
= = = 0.0070 = 0.70 cM Incorrect C. distance = ½(5,121) + 3×(121) |
8,600 |
= = = 0.3399 = 33.99 cM Incorrect D. distance = ½(5,121) + 3×(0) |
8,600 |
= = = 0.2977 = 29.77 cM Incorrect E. distance = ½(3,358) + 3×(0) |
8,600 |
= = = 0.1952 = 19.52 cM Incorrect
MC c1e7_ec6c
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 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 | | | | | 1,238 |
2 | | | | | 1,110 |
3 | | | | | 52 |
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 N
A. distance = ½(1,110 + 1,238) + 3×(52) |
2,400 |
= = = 0.5542 = 55.42 cM Incorrect B. distance = = = = 0.0108 = 1.08 cM Incorrect C. distance = ½(1,110) + 3×(52) |
2,400 |
= = = 0.2963 = 29.62 cM Correct D. distance = ½(1,238) + 3×(0) |
2,400 |
= = = 0.2579 = 25.79 cM Incorrect E. distance = ½(1,110) + 3×(0) |
2,400 |
= = = 0.2313 = 23.12 cM Incorrect
MC f9c0_8522
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 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 | | | | | 61 |
2 | | | | | 1,166 |
3 | | | | | 1,173 |
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 E and Y
A. distance = ½(61) + 3×(61) |
2,400 |
= = = 0.0890 = 8.90 cM Incorrect B. distance = = = = 0.0762 = 7.62 cM Incorrect C. distance = ½(1,166 + 1,173) + 3×(61) |
2,400 |
= = = 0.5635 = 56.35 cM Incorrect D. distance = ½(1,173) + 3×(0) |
2,400 |
= = = 0.2444 = 24.44 cM Incorrect E. distance = ½(1,166) + 3×(61) |
2,400 |
= = = 0.3192 = 31.92 cM Correct
MC 53af_732d
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 correlated with the 'hairy' phenotype. A budding yeast that is homozygous recessive for Gene H cells develop long, thread-like filaments that extend outward, creating a hairy, shaggy texture on the colony.
- Gene 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 | | | | | 2,217 |
2 | | | | | 1,526 |
3 | | | | | 57 |
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 H and X
A. distance = ½(1,526 + 2,217) + 3×(57) |
3,800 |
= = = 0.5375 = 53.75 cM Incorrect B. distance = ½(57) + 3×(57) |
3,800 |
= = = 0.0525 = 5.25 cM Incorrect C. distance = ½(1,526) + 3×(57) |
3,800 |
= = = 0.2458 = 24.58 cM Correct D. distance = ½(2,217) + 3×(57) |
3,800 |
= = = 0.3367 = 33.67 cM Incorrect E. distance = = = = 0.0075 = 0.75 cM Incorrect
MC 0803_2388
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 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 | | | | | 1,210 |
2 | | | | | 950 |
3 | | | | | 40 |
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 W
A. distance = ½(1,210) + 3×(40) |
2,200 |
= = = 0.3295 = 32.95 cM Incorrect B. distance = ½(950) + 3×(40) |
2,200 |
= = = 0.2705 = 27.05 cM Correct C. distance = ½(950) + 3×(0) |
2,200 |
= = = 0.2159 = 21.59 cM Incorrect D. distance = ½(950 + 1,210) + 3×(40) |
2,200 |
= = = 0.5455 = 54.55 cM Incorrect E. distance = ½(1,210) + 3×(0) |
2,200 |
= = = 0.2750 = 27.50 cM Incorrect
MC 8858_395d
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 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 | | | | | 100 |
2 | | | | | 2,222 |
3 | | | | | 2,678 |
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 C and W
A. distance = ½(2,222) + 3×(100) |
5,000 |
= = = 0.2822 = 28.22 cM Correct B. distance = ½(100) + 3×(0) |
5,000 |
= = = 0.0100 = 1 cM Incorrect C. distance = ½(2,678) + 3×(100) |
5,000 |
= = = 0.3278 = 32.78 cM Incorrect D. distance = ½(2,222 + 2,678) + 3×(100) |
5,000 |
= = = 0.5500 = 55 cM Incorrect E. distance = ½(2,222) + 3×(0) |
5,000 |
= = = 0.2222 = 22.22 cM Incorrect
MC 54b9_7ad4
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 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 | | | | | 4,563 |
2 | | | | | 3,306 |
3 | | | | | 131 |
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 J
A. distance = ½(4,563) + 3×(0) |
8,000 |
= = = 0.2852 = 28.52 cM Incorrect B. distance = ½(4,563) + 3×(131) |
8,000 |
= = = 0.3343 = 33.43 cM Incorrect C. distance = ½(3,306 + 4,563) + 3×(131) |
8,000 |
= = = 0.5409 = 54.09 cM Incorrect D. distance = ½(131) + 3×(0) |
8,000 |
= = = 0.0082 = 0.82 cM Incorrect E. distance = ½(3,306) + 3×(131) |
8,000 |
= = = 0.2557 = 25.57 cM Correct
MC 96d3_564c
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 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 | | | | | 86 |
2 | | | | | 2,720 |
3 | | | | | 4,794 |
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 H and J
A. distance = ½(4,794) + 3×(0) |
7,600 |
= = = 0.3154 = 31.54 cM Incorrect B. distance = = = = 0.0339 = 3.39 cM Incorrect C. distance = = = = 0.0057 = 0.57 cM Incorrect D. distance = ½(2,720 + 4,794) + 3×(86) |
7,600 |
= = = 0.5283 = 52.83 cM Incorrect E. distance = ½(2,720) + 3×(86) |
7,600 |
= = = 0.2129 = 21.29 cM Correct
MC b81b_d79c
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 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 | | | | | 2,810 |
2 | | | | | 2,656 |
3 | | | | | 134 |
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
A. distance = ½(2,656) + 3×(134) |
5,600 |
= = = 0.3089 = 30.89 cM Correct B. distance = ½(2,656) + 3×(0) |
5,600 |
= = = 0.2371 = 23.71 cM Incorrect C. distance = ½(2,656 + 2,810) + 3×(134) |
5,600 |
= = = 0.5598 = 55.98 cM Incorrect D. distance = ½(134) + 3×(0) |
5,600 |
= = = 0.0120 = 1.20 cM Incorrect E. distance = ½(0) + 3×(134) |
5,600 |
= = = 0.0718 = 7.18 cM Incorrect
MC 8873_c112
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 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 | | | | | 4,276 |
2 | | | | | 3,380 |
3 | | | | | 144 |
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 X
A. distance = ½(3,380) + 3×(144) |
7,800 |
= = = 0.2721 = 27.21 cM Correct B. distance = ½(3,380 + 4,276) + 3×(144) |
7,800 |
= = = 0.5462 = 54.62 cM Incorrect C. distance = ½(144) + 3×(144) |
7,800 |
= = = 0.0646 = 6.46 cM Incorrect D. distance = ½(4,276) + 3×(144) |
7,800 |
= = = 0.3295 = 32.95 cM Incorrect E. distance = ½(3,380) + 3×(0) |
7,800 |
= = = 0.2167 = 21.67 cM Incorrect
MC 2c29_d144
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 linked with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
- Gene 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 | | | | | 4,396 |
2 | | | | | 2,334 |
3 | | | | | 70 |
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 T and W
A. distance = ½(4,396) + 3×(0) |
6,800 |
= = = 0.3232 = 32.32 cM Incorrect B. distance = ½(2,334) + 3×(0) |
6,800 |
= = = 0.1716 = 17.16 cM Incorrect C. distance = ½(2,334) + 3×(70) |
6,800 |
= = = 0.2025 = 20.25 cM Correct D. distance = ½(2,334 + 4,396) + 3×(70) |
6,800 |
= = = 0.5257 = 52.57 cM Incorrect E. distance = = = = 0.0309 = 3.09 cM Incorrect
MC 4440_fc27
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 linked with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene 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 | | | | | 2,648 |
2 | | | | | 2,616 |
3 | | | | | 136 |
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 N and T
A. distance = ½(136) + 3×(0) |
5,400 |
= = = 0.0126 = 1.26 cM Incorrect B. distance = ½(136) + 3×(136) |
5,400 |
= = = 0.0881 = 8.81 cM Incorrect C. distance = ½(0) + 3×(136) |
5,400 |
= = = 0.0756 = 7.56 cM Incorrect D. distance = ½(2,616) + 3×(0) |
5,400 |
= = = 0.2422 = 24.22 cM Incorrect E. distance = ½(2,616) + 3×(136) |
5,400 |
= = = 0.3178 = 31.78 cM Correct
MC d319_4725
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 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 | | | | | 2,011 |
2 | | | | | 1,526 |
3 | | | | | 63 |
TOTAL = | 3,600 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes D and M
A. distance = ½(1,526) + 3×(63) |
3,600 |
= = = 0.2644 = 26.44 cM Correct B. distance = ½(63) + 3×(63) |
3,600 |
= = = 0.0612 = 6.12 cM Incorrect C. distance = ½(1,526 + 2,011) + 3×(63) |
3,600 |
= = = 0.5437 = 54.37 cM Incorrect D. distance = = = = 0.0525 = 5.25 cM Incorrect E. distance = ½(1,526) + 3×(0) |
3,600 |
= = = 0.2119 = 21.19 cM Incorrect
MC c4fb_adcd
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 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 | | | | | 1,310 |
2 | | | | | 1,044 |
3 | | | | | 46 |
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 F and X
A. distance = ½(46) + 3×(46) |
2,400 |
= = = 0.0671 = 6.71 cM Incorrect B. distance = = = = 0.0575 = 5.75 cM Incorrect C. distance = ½(1,044) + 3×(0) |
2,400 |
= = = 0.2175 = 21.75 cM Incorrect D. distance = = = = 0.0096 = 0.96 cM Incorrect E. distance = ½(1,044) + 3×(46) |
2,400 |
= = = 0.2750 = 27.50 cM Correct
MC 0e98_dc06
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 affiliated with the 'pebble' phenotype. A budding yeast that is homozygous recessive for Gene P produces colonies with a rough, uneven surface that resembles a collection of tiny pebbles.
- Gene 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 | | | | | 39 |
2 | | | | | 988 |
3 | | | | | 1,373 |
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 P and Y
A. distance = = = = 0.0081 = 0.81 cM Incorrect B. distance = ½(39) + 3×(39) |
2,400 |
= = = 0.0569 = 5.69 cM Incorrect C. distance = ½(1,373) + 3×(0) |
2,400 |
= = = 0.2860 = 28.60 cM Incorrect D. distance = ½(988) + 3×(39) |
2,400 |
= = = 0.2546 = 25.46 cM Correct E. distance = = = = 0.0488 = 4.88 cM Incorrect
MC 7293_0b2c
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 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 | | | | | 150 |
2 | | | | | 3,082 |
3 | | | | | 3,368 |
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 H and N
A. distance = ½(150) + 3×(0) |
6,600 |
= = = 0.0114 = 1.14 cM Incorrect B. distance = ½(3,082) + 3×(150) |
6,600 |
= = = 0.3017 = 30.17 cM Correct C. distance = ½(3,368) + 3×(0) |
6,600 |
= = = 0.2552 = 25.52 cM Incorrect D. distance = ½(0) + 3×(150) |
6,600 |
= = = 0.0682 = 6.82 cM Incorrect E. distance = ½(3,082 + 3,368) + 3×(150) |
6,600 |
= = = 0.5568 = 55.68 cM Incorrect
MC ba4f_6788
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 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 | | | | | 5,120 |
2 | | | | | 3,358 |
3 | | | | | 122 |
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
A. distance = ½(3,358 + 5,120) + 3×(122) |
8,600 |
= = = 0.5355 = 53.55 cM Incorrect B. distance = ½(122) + 3×(122) |
8,600 |
= = = 0.0497 = 4.97 cM Incorrect C. distance = ½(5,120) + 3×(122) |
8,600 |
= = = 0.3402 = 34.02 cM Incorrect D. distance = ½(3,358) + 3×(122) |
8,600 |
= = = 0.2378 = 23.78 cM Correct E. distance = ½(122) + 3×(0) |
8,600 |
= = = 0.0071 = 0.71 cM Incorrect
MC 69a4_38a0
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 associated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene 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 | | | | | 5,112 |
2 | | | | | 3,366 |
3 | | | | | 122 |
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 N and X
A. distance = ½(3,366) + 3×(122) |
8,600 |
= = = 0.2383 = 23.83 cM Correct B. distance = ½(5,112) + 3×(0) |
8,600 |
= = = 0.2972 = 29.72 cM Incorrect C. distance = ½(122) + 3×(122) |
8,600 |
= = = 0.0497 = 4.97 cM Incorrect D. distance = ½(3,366) + 3×(0) |
8,600 |
= = = 0.1957 = 19.57 cM Incorrect E. distance = ½(0) + 3×(122) |
8,600 |
= = = 0.0426 = 4.26 cM Incorrect
MC 15c3_ec99
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 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 | | | | | 3,123 |
2 | | | | | 2,748 |
3 | | | | | 129 |
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 H and W
A. distance = ½(3,123) + 3×(0) |
6,000 |
= = = 0.2602 = 26.02 cM Incorrect B. distance = ½(3,123) + 3×(129) |
6,000 |
= = = 0.3247 = 32.48 cM Incorrect C. distance = ½(0) + 3×(129) |
6,000 |
= = = 0.0645 = 6.45 cM Incorrect D. distance = ½(2,748) + 3×(129) |
6,000 |
= = = 0.2935 = 29.35 cM Correct E. distance = ½(2,748 + 3,123) + 3×(129) |
6,000 |
= = = 0.5537 = 55.38 cM Incorrect
MC c1b7_3ff5
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 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 | | | | | 2,982 |
2 | | | | | 2,688 |
3 | | | | | 130 |
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 M and W
A. distance = ½(2,982) + 3×(0) |
5,800 |
= = = 0.2571 = 25.71 cM Incorrect B. distance = ½(130) + 3×(130) |
5,800 |
= = = 0.0784 = 7.84 cM Incorrect C. distance = ½(0) + 3×(130) |
5,800 |
= = = 0.0672 = 6.72 cM Incorrect D. distance = ½(2,688) + 3×(130) |
5,800 |
= = = 0.2990 = 29.90 cM Correct E. distance = ½(2,982) + 3×(130) |
5,800 |
= = = 0.3243 = 32.43 cM Incorrect
MC 50fa_f065
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 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 | | | | | 4,755 |
2 | | | | | 2,944 |
3 | | | | | 101 |
TOTAL = | 7,800 |
The resulting phenotypes are summarized in the table above.
Step-by-Step Instructions
- Step 1: Find the row for the Parental Type for all three genes.
- Step 2: Looking at only your two genes, assign PD, NPD, TT.
- Step 3: Determine if the two genes are linked.
- PD >> NPD → linked; PD ≈ NPD → unlinked
- Step 4: Determine the map distance between the two genes.
- D = ½ (TT + 6 NPD) / total = (3 NPD + ½ TT) / total
Determine the distance between the two genes H and Y
A. distance = ½(101) + 3×(101) |
7,800 |
= = = 0.0453 = 4.53 cM Incorrect B. distance = ½(4,755) + 3×(0) |
7,800 |
= = = 0.3048 = 30.48 cM Incorrect C. distance = ½(2,944) + 3×(101) |
7,800 |
= = = 0.2276 = 22.76 cM Correct D. distance = ½(2,944 + 4,755) + 3×(101) |
7,800 |
= = = 0.5324 = 53.24 cM Incorrect E. distance = ½(0) + 3×(101) |
7,800 |
= = = 0.0388 = 3.88 cM Incorrect
MC 2c94_6ed7
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 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 | | | | | 112 |
2 | | | | | 2,554 |
3 | | | | | 3,134 |
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 D and M
A. distance = ½(112) + 3×(112) |
5,800 |
= = = 0.0676 = 6.76 cM Incorrect B. distance = ½(2,554) + 3×(0) |
5,800 |
= = = 0.2202 = 22.02 cM Incorrect C. distance = ½(3,134) + 3×(112) |
5,800 |
= = = 0.3281 = 32.81 cM Incorrect D. distance = ½(2,554) + 3×(112) |
5,800 |
= = = 0.2781 = 27.81 cM Correct E. distance = ½(2,554 + 3,134) + 3×(112) |
5,800 |
= = = 0.5483 = 54.83 cM Incorrect
MC 2eae_bfdd
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 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 | | | | | 93 |
2 | | | | | 2,528 |
3 | | | | | 3,779 |
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 F and W
A. distance = ½(3,779) + 3×(0) |
6,400 |
= = = 0.2952 = 29.52 cM Incorrect B. distance = = = = 0.0436 = 4.36 cM Incorrect C. distance = ½(2,528 + 3,779) + 3×(93) |
6,400 |
= = = 0.5363 = 53.63 cM Incorrect D. distance = ½(93) + 3×(93) |
6,400 |
= = = 0.0509 = 5.09 cM Incorrect E. distance = ½(2,528) + 3×(93) |
6,400 |
= = = 0.2411 = 24.11 cM Correct
MC 4ca6_fb05
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 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 | | | | | 5,118 |
2 | | | | | 2,986 |
3 | | | | | 96 |
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 E and N
A. distance = ½(2,986 + 5,118) + 3×(96) |
8,200 |
= = = 0.5293 = 52.93 cM Incorrect B. distance = ½(96) + 3×(96) |
8,200 |
= = = 0.0410 = 4.10 cM Incorrect C. distance = = = = 0.0059 = 0.59 cM Incorrect D. distance = = = = 0.0351 = 3.51 cM Incorrect E. distance = ½(2,986) + 3×(96) |
8,200 |
= = = 0.2172 = 21.72 cM Correct
MC 58d2_fe02
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 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 | | | | | 52 |
2 | | | | | 1,318 |
3 | | | | | 1,830 |
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 W
A. distance = ½(1,318) + 3×(52) |
3,200 |
= = = 0.2547 = 25.47 cM Correct B. distance = ½(1,318) + 3×(0) |
3,200 |
= = = 0.2059 = 20.59 cM Incorrect C. distance = ½(1,830) + 3×(0) |
3,200 |
= = = 0.2859 = 28.59 cM Incorrect D. distance = ½(52) + 3×(52) |
3,200 |
= = = 0.0569 = 5.69 cM Incorrect E. distance = = = = 0.0488 = 4.88 cM Incorrect
MC d65e_e33a
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 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 | | | | | 2,903 |
2 | | | | | 2,206 |
3 | | | | | 91 |
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 R
A. distance = ½(2,206 + 2,903) + 3×(91) |
5,200 |
= = = 0.5437 = 54.37 cM Incorrect B. distance = = = = 0.0088 = 0.88 cM Incorrect C. distance = ½(2,903) + 3×(0) |
5,200 |
= = = 0.2791 = 27.91 cM Incorrect D. distance = ½(2,206) + 3×(91) |
5,200 |
= = = 0.2646 = 26.46 cM Correct E. distance = = = = 0.0525 = 5.25 cM Incorrect
MC 14e1_ca08
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 | | | | | 4,318 |
2 | | | | | 2,596 |
3 | | | | | 86 |
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 A and F
A. distance = ½(4,318) + 3×(86) |
7,000 |
= = = 0.3453 = 34.53 cM Incorrect B. distance = = = = 0.0369 = 3.69 cM Incorrect C. distance = = = = 0.0061 = 0.61 cM Incorrect D. distance = ½(2,596) + 3×(0) |
7,000 |
= = = 0.1854 = 18.54 cM Incorrect E. distance = ½(2,596) + 3×(86) |
7,000 |
= = = 0.2223 = 22.23 cM Correct
MC e719_90f4
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 T is correlated with the 'toxic' phenotype. A budding yeast that is homozygous recessive for Gene T secretes a toxic compound that inhibits or kills other microbial colonies nearby.
Set # | Tetrad Genotypes | Progeny Count |
1 | | | | | 77 |
2 | | | | | 2,206 |
3 | | | | | 3,517 |
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 D and T
A. distance = ½(77) + 3×(77) |
5,800 |
= = = 0.0465 = 4.65 cM Incorrect B. distance = = = = 0.0398 = 3.98 cM Incorrect C. distance = = = = 0.0066 = 0.66 cM Incorrect D. distance = ½(2,206) + 3×(77) |
5,800 |
= = = 0.2300 = 23 cM Correct E. distance = ½(3,517) + 3×(0) |
5,800 |
= = = 0.3032 = 30.32 cM Incorrect
MC abe3_6535
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 correlated with the 'nude' phenotype. A budding yeast that is homozygous recessive for Gene N cells have an unusually smooth surface with no visible external features or textures.
- Gene 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 | | | | | 3,764 |
2 | | | | | 1,978 |
3 | | | | | 58 |
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 N and P
A. distance = ½(3,764) + 3×(58) |
5,800 |
= = = 0.3545 = 35.45 cM Incorrect B. distance = = = = 0.0050 = 0.50 cM Incorrect C. distance = ½(1,978 + 3,764) + 3×(58) |
5,800 |
= = = 0.5250 = 52.50 cM Incorrect D. distance = ½(1,978) + 3×(0) |
5,800 |
= = = 0.1705 = 17.05 cM Incorrect E. distance = ½(1,978) + 3×(58) |
5,800 |
= = = 0.2005 = 20.05 cM Correct
MC 7160_b993
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 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 | | | | | 108 |
2 | | | | | 3,342 |
3 | | | | | 5,750 |
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 A and H
A. distance = ½(5,750) + 3×(108) |
9,200 |
= = = 0.3477 = 34.77 cM Incorrect B. distance = ½(3,342) + 3×(108) |
9,200 |
= = = 0.2168 = 21.68 cM Correct C. distance = ½(3,342) + 3×(0) |
9,200 |
= = = 0.1816 = 18.16 cM Incorrect D. distance = ½(0) + 3×(108) |
9,200 |
= = = 0.0352 = 3.52 cM Incorrect E. distance = ½(108) + 3×(0) |
9,200 |
= = = 0.0059 = 0.59 cM Incorrect
MC 37e6_e7f6
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 associated with the 'militant' phenotype. A budding yeast that is homozygous recessive for Gene M colonies are small, dense, and secrete compounds that inhibit the growth of nearby colonies.
- Gene 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 | | | | | 166 |
2 | | | | | 3,254 |
3 | | | | | 3,380 |
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 M and X
A. distance = ½(3,380) + 3×(166) |
6,800 |
= = = 0.3218 = 32.18 cM Incorrect B. distance = ½(0) + 3×(166) |
6,800 |
= = = 0.0732 = 7.32 cM Incorrect C. distance = ½(3,380) + 3×(0) |
6,800 |
= = = 0.2485 = 24.85 cM Incorrect D. distance = ½(3,254 + 3,380) + 3×(166) |
6,800 |
= = = 0.5610 = 56.10 cM Incorrect E. distance = ½(3,254) + 3×(166) |
6,800 |
= = = 0.3125 = 31.25 cM Correct
MC e488_a739
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 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 | | | | | 34 |
2 | | | | | 1,066 |
3 | | | | | 1,900 |
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 R and W
A. distance = ½(34) + 3×(34) |
3,000 |
= = = 0.0397 = 3.97 cM Incorrect B. distance = = = = 0.0057 = 0.57 cM Incorrect C. distance = ½(1,066) + 3×(34) |
3,000 |
= = = 0.2117 = 21.17 cM Correct D. distance = = = = 0.0340 = 3.40 cM Incorrect E. distance = ½(1,066 + 1,900) + 3×(34) |
3,000 |
= = = 0.5283 = 52.83 cM Incorrect
MC 5709_93fa
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 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 | | | | | 2,182 |
2 | | | | | 1,182 |
3 | | | | | 36 |
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 Y
A. distance = ½(1,182) + 3×(36) |
3,400 |
= = = 0.2056 = 20.56 cM Correct B. distance = ½(2,182) + 3×(36) |
3,400 |
= = = 0.3526 = 35.26 cM Incorrect C. distance = = = = 0.0053 = 0.53 cM Incorrect D. distance = ½(36) + 3×(36) |
3,400 |
= = = 0.0371 = 3.71 cM Incorrect E. distance = = = = 0.0318 = 3.18 cM Incorrect