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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b e
b e
46
2
+ +
+ e
b +
b e
868
3
+ e
+ e
b +
b +
886
TOTAL = 1,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and E
A. distance =
½(886) + 3×(0)
1,800
=
443 + 0
1,800
=
443
1,800
= 0.2461 = 24.61 cM Incorrect B. distance =
½(46) + 3×(46)
1,800
=
23 + 138
1,800
=
161
1,800
= 0.0894 = 8.94 cM Incorrect C. distance =
½(868) + 3×(0)
1,800
=
434 + 0
1,800
=
434
1,800
= 0.2411 = 24.11 cM Incorrect D. distance =
½(868) + 3×(46)
1,800
=
434 + 138
1,800
=
572
1,800
= 0.3178 = 31.78 cM Correct E. distance =
½(0) + 3×(46)
1,800
=
0 + 138
1,800
=
138
1,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f j
f j
1,161
2
+ +
+ j
f +
f j
808
3
+ j
+ j
f +
f +
31
TOTAL = 2,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and J
A. distance =
½(808 + 1,161) + 3×(31)
2,000
=
984.5 + 93
2,000
=
1077.5
2,000
= 0.5387 = 53.87 cM Incorrect B. distance =
½(808) + 3×(31)
2,000
=
404 + 93
2,000
=
497
2,000
= 0.2485 = 24.85 cM Correct C. distance =
½(1,161) + 3×(0)
2,000
=
580.5 + 0
2,000
=
580.5
2,000
= 0.2903 = 29.03 cM Incorrect D. distance =
½(808) + 3×(0)
2,000
=
404 + 0
2,000
=
404
2,000
= 0.2020 = 20.20 cM Incorrect E. distance =
½(31) + 3×(31)
2,000
=
15.5 + 93
2,000
=
108.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
w x
w x
169
2
+ +
+ x
w +
w x
3,862
3
+ x
+ x
w +
w +
4,769
TOTAL = 8,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes W and X
A. distance =
½(3,862) + 3×(0)
8,800
=
1,931 + 0
8,800
=
1,931
8,800
= 0.2194 = 21.94 cM Incorrect B. distance =
½(169) + 3×(0)
8,800
=
84.5 + 0
8,800
=
84.5
8,800
= 0.0096 = 0.96 cM Incorrect C. distance =
½(3,862 + 4,769) + 3×(169)
8,800
=
4315.5 + 507
8,800
=
4822.5
8,800
= 0.5480 = 54.80 cM Incorrect D. distance =
½(0) + 3×(169)
8,800
=
0 + 507
8,800
=
507
8,800
= 0.0576 = 5.76 cM Incorrect E. distance =
½(3,862) + 3×(169)
8,800
=
1,931 + 507
8,800
=
2,438
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
w y
w y
153
2
+ +
+ y
w +
w y
3,454
3
+ y
+ y
w +
w +
4,193
TOTAL = 7,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes W and Y
A. distance =
½(153) + 3×(0)
7,800
=
76.5 + 0
7,800
=
76.5
7,800
= 0.0098 = 0.98 cM Incorrect B. distance =
½(4,193) + 3×(0)
7,800
=
2096.5 + 0
7,800
=
2096.5
7,800
= 0.2688 = 26.88 cM Incorrect C. distance =
½(0) + 3×(153)
7,800
=
0 + 459
7,800
=
459
7,800
= 0.0588 = 5.88 cM Incorrect D. distance =
½(153) + 3×(153)
7,800
=
76.5 + 459
7,800
=
535.5
7,800
= 0.0687 = 6.87 cM Incorrect E. distance =
½(3,454) + 3×(153)
7,800
=
1,727 + 459
7,800
=
2,186
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d p
d p
63
2
+ +
+ p
d +
d p
1,362
3
+ p
+ p
d +
d +
1,575
TOTAL = 3,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and P
A. distance =
½(1,362 + 1,575) + 3×(63)
3,000
=
1468.5 + 189
3,000
=
1657.5
3,000
= 0.5525 = 55.25 cM Incorrect B. distance =
½(1,362) + 3×(63)
3,000
=
681 + 189
3,000
=
870
3,000
= 0.2900 = 29 cM Correct C. distance =
½(63) + 3×(0)
3,000
=
31.5 + 0
3,000
=
31.5
3,000
= 0.0105 = 1.05 cM Incorrect D. distance =
½(1,575) + 3×(63)
3,000
=
787.5 + 189
3,000
=
976.5
3,000
= 0.3255 = 32.55 cM Incorrect E. distance =
½(1,575) + 3×(0)
3,000
=
787.5 + 0
3,000
=
787.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n w
n w
4,856
2
+ +
+ w
n +
n w
2,662
3
+ w
+ w
n +
n +
82
TOTAL = 7,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and W
A. distance =
½(2,662) + 3×(82)
7,600
=
1,331 + 246
7,600
=
1,577
7,600
= 0.2075 = 20.75 cM Correct B. distance =
½(82) + 3×(0)
7,600
=
41 + 0
7,600
=
41
7,600
= 0.0054 = 0.54 cM Incorrect C. distance =
½(2,662) + 3×(0)
7,600
=
1,331 + 0
7,600
=
1,331
7,600
= 0.1751 = 17.51 cM Incorrect D. distance =
½(82) + 3×(82)
7,600
=
41 + 246
7,600
=
287
7,600
= 0.0378 = 3.78 cM Incorrect E. distance =
½(4,856) + 3×(0)
7,600
=
2,428 + 0
7,600
=
2,428
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h w
h w
4,025
2
+ +
+ w
h +
h w
2,302
3
+ w
+ w
h +
h +
73
TOTAL = 6,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and W
A. distance =
½(2,302 + 4,025) + 3×(73)
6,400
=
3163.5 + 219
6,400
=
3382.5
6,400
= 0.5285 = 52.85 cM Incorrect B. distance =
½(4,025) + 3×(73)
6,400
=
2012.5 + 219
6,400
=
2231.5
6,400
= 0.3487 = 34.87 cM Incorrect C. distance =
½(2,302) + 3×(73)
6,400
=
1,151 + 219
6,400
=
1,370
6,400
= 0.2141 = 21.41 cM Correct D. distance =
½(0) + 3×(73)
6,400
=
0 + 219
6,400
=
219
6,400
= 0.0342 = 3.42 cM Incorrect E. distance =
½(73) + 3×(73)
6,400
=
36.5 + 219
6,400
=
255.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c k
c k
1,972
2
+ +
+ k
c +
c k
1,928
3
+ k
+ k
c +
c +
100
TOTAL = 4,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and K
A. distance =
½(1,972) + 3×(100)
4,000
=
986 + 300
4,000
=
1,286
4,000
= 0.3215 = 32.15 cM Incorrect B. distance =
½(0) + 3×(100)
4,000
=
0 + 300
4,000
=
300
4,000
= 0.0750 = 7.50 cM Incorrect C. distance =
½(1,972) + 3×(0)
4,000
=
986 + 0
4,000
=
986
4,000
= 0.2465 = 24.65 cM Incorrect D. distance =
½(100) + 3×(100)
4,000
=
50 + 300
4,000
=
350
4,000
= 0.0875 = 8.75 cM Incorrect E. distance =
½(1,928) + 3×(100)
4,000
=
964 + 300
4,000
=
1,264
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d t
d t
72
2
+ +
+ t
d +
d t
2,144
3
+ t
+ t
d +
d +
3,584
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and T
A. distance =
½(72) + 3×(0)
5,800
=
36 + 0
5,800
=
36
5,800
= 0.0062 = 0.62 cM Incorrect B. distance =
½(2,144 + 3,584) + 3×(72)
5,800
=
2,864 + 216
5,800
=
3,080
5,800
= 0.5310 = 53.10 cM Incorrect C. distance =
½(3,584) + 3×(0)
5,800
=
1,792 + 0
5,800
=
1,792
5,800
= 0.3090 = 30.90 cM Incorrect D. distance =
½(72) + 3×(72)
5,800
=
36 + 216
5,800
=
252
5,800
= 0.0434 = 4.34 cM Incorrect E. distance =
½(2,144) + 3×(72)
5,800
=
1,072 + 216
5,800
=
1,288
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f x
f x
980
2
+ +
+ x
f +
f x
970
3
+ x
+ x
f +
f +
50
TOTAL = 2,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and X
A. distance =
½(980) + 3×(0)
2,000
=
490 + 0
2,000
=
490
2,000
= 0.2450 = 24.50 cM Incorrect B. distance =
½(970) + 3×(50)
2,000
=
485 + 150
2,000
=
635
2,000
= 0.3175 = 31.75 cM Correct C. distance =
½(0) + 3×(50)
2,000
=
0 + 150
2,000
=
150
2,000
= 0.0750 = 7.50 cM Incorrect D. distance =
½(50) + 3×(0)
2,000
=
25 + 0
2,000
=
25
2,000
= 0.0125 = 1.25 cM Incorrect E. distance =
½(970 + 980) + 3×(50)
2,000
=
975 + 150
2,000
=
1,125
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c x
c x
3,034
2
+ +
+ x
c +
c x
2,642
3
+ x
+ x
c +
c +
124
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and X
A. distance =
½(2,642) + 3×(124)
5,800
=
1,321 + 372
5,800
=
1,693
5,800
= 0.2919 = 29.19 cM Correct B. distance =
½(124) + 3×(0)
5,800
=
62 + 0
5,800
=
62
5,800
= 0.0107 = 1.07 cM Incorrect C. distance =
½(3,034) + 3×(124)
5,800
=
1,517 + 372
5,800
=
1,889
5,800
= 0.3257 = 32.57 cM Incorrect D. distance =
½(0) + 3×(124)
5,800
=
0 + 372
5,800
=
372
5,800
= 0.0641 = 6.41 cM Incorrect E. distance =
½(2,642 + 3,034) + 3×(124)
5,800
=
2,838 + 372
5,800
=
3,210
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
m r
m r
182
2
+ +
+ r
m +
m r
3,918
3
+ r
+ r
m +
m +
4,500
TOTAL = 8,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and R
A. distance =
½(3,918 + 4,500) + 3×(182)
8,600
=
4,209 + 546
8,600
=
4,755
8,600
= 0.5529 = 55.29 cM Incorrect B. distance =
½(4,500) + 3×(0)
8,600
=
2,250 + 0
8,600
=
2,250
8,600
= 0.2616 = 26.16 cM Incorrect C. distance =
½(4,500) + 3×(182)
8,600
=
2,250 + 546
8,600
=
2,796
8,600
= 0.3251 = 32.51 cM Incorrect D. distance =
½(182) + 3×(182)
8,600
=
91 + 546
8,600
=
637
8,600
= 0.0741 = 7.41 cM Incorrect E. distance =
½(3,918) + 3×(182)
8,600
=
1,959 + 546
8,600
=
2,505
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a x
a x
2,362
2
+ +
+ x
a +
a x
2,318
3
+ x
+ x
a +
a +
120
TOTAL = 4,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and X
A. distance =
½(0) + 3×(120)
4,800
=
0 + 360
4,800
=
360
4,800
= 0.0750 = 7.50 cM Incorrect B. distance =
½(2,318 + 2,362) + 3×(120)
4,800
=
2,340 + 360
4,800
=
2,700
4,800
= 0.5625 = 56.25 cM Incorrect C. distance =
½(2,318) + 3×(0)
4,800
=
1,159 + 0
4,800
=
1,159
4,800
= 0.2415 = 24.15 cM Incorrect D. distance =
½(2,362) + 3×(0)
4,800
=
1,181 + 0
4,800
=
1,181
4,800
= 0.2460 = 24.60 cM Incorrect E. distance =
½(2,318) + 3×(120)
4,800
=
1,159 + 360
4,800
=
1,519
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b x
b x
3,116
2
+ +
+ x
b +
b x
2,570
3
+ x
+ x
b +
b +
114
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
A. distance =
½(2,570) + 3×(114)
5,800
=
1,285 + 342
5,800
=
1,627
5,800
= 0.2805 = 28.05 cM Correct B. distance =
½(114) + 3×(114)
5,800
=
57 + 342
5,800
=
399
5,800
= 0.0688 = 6.88 cM Incorrect C. distance =
½(3,116) + 3×(114)
5,800
=
1,558 + 342
5,800
=
1,900
5,800
= 0.3276 = 32.76 cM Incorrect D. distance =
½(0) + 3×(114)
5,800
=
0 + 342
5,800
=
342
5,800
= 0.0590 = 5.90 cM Incorrect E. distance =
½(2,570 + 3,116) + 3×(114)
5,800
=
2,843 + 342
5,800
=
3,185
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n r
n r
88
2
+ +
+ r
n +
n r
2,276
3
+ r
+ r
n +
n +
3,236
TOTAL = 5,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and R
A. distance =
½(3,236) + 3×(88)
5,600
=
1,618 + 264
5,600
=
1,882
5,600
= 0.3361 = 33.61 cM Incorrect B. distance =
½(3,236) + 3×(0)
5,600
=
1,618 + 0
5,600
=
1,618
5,600
= 0.2889 = 28.89 cM Incorrect C. distance =
½(0) + 3×(88)
5,600
=
0 + 264
5,600
=
264
5,600
= 0.0471 = 4.71 cM Incorrect D. distance =
½(88) + 3×(0)
5,600
=
44 + 0
5,600
=
44
5,600
= 0.0079 = 0.79 cM Incorrect E. distance =
½(2,276) + 3×(88)
5,600
=
1,138 + 264
5,600
=
1,402
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
r y
r y
4,181
2
+ +
+ y
r +
r y
2,908
3
+ y
+ y
r +
r +
111
TOTAL = 7,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and Y
A. distance =
½(2,908) + 3×(111)
7,200
=
1,454 + 333
7,200
=
1,787
7,200
= 0.2482 = 24.82 cM Correct B. distance =
½(2,908 + 4,181) + 3×(111)
7,200
=
3544.5 + 333
7,200
=
3877.5
7,200
= 0.5385 = 53.85 cM Incorrect C. distance =
½(4,181) + 3×(0)
7,200
=
2090.5 + 0
7,200
=
2090.5
7,200
= 0.2903 = 29.03 cM Incorrect D. distance =
½(111) + 3×(0)
7,200
=
55.5 + 0
7,200
=
55.5
7,200
= 0.0077 = 0.77 cM Incorrect E. distance =
½(111) + 3×(111)
7,200
=
55.5 + 333
7,200
=
388.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b r
b r
27
2
+ +
+ r
b +
b r
722
3
+ r
+ r
b +
b +
1,051
TOTAL = 1,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and R
A. distance =
½(27) + 3×(27)
1,800
=
13.5 + 81
1,800
=
94.5
1,800
= 0.0525 = 5.25 cM Incorrect B. distance =
½(0) + 3×(27)
1,800
=
0 + 81
1,800
=
81
1,800
= 0.0450 = 4.50 cM Incorrect C. distance =
½(722 + 1,051) + 3×(27)
1,800
=
886.5 + 81
1,800
=
967.5
1,800
= 0.5375 = 53.75 cM Incorrect D. distance =
½(722) + 3×(27)
1,800
=
361 + 81
1,800
=
442
1,800
= 0.2456 = 24.56 cM Correct E. distance =
½(722) + 3×(0)
1,800
=
361 + 0
1,800
=
361
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
x y
x y
118
2
+ +
+ y
x +
x y
2,776
3
+ y
+ y
x +
x +
3,506
TOTAL = 6,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes X and Y
A. distance =
½(2,776) + 3×(118)
6,400
=
1,388 + 354
6,400
=
1,742
6,400
= 0.2722 = 27.22 cM Correct B. distance =
½(3,506) + 3×(118)
6,400
=
1,753 + 354
6,400
=
2,107
6,400
= 0.3292 = 32.92 cM Incorrect C. distance =
½(3,506) + 3×(0)
6,400
=
1,753 + 0
6,400
=
1,753
6,400
= 0.2739 = 27.39 cM Incorrect D. distance =
½(2,776) + 3×(0)
6,400
=
1,388 + 0
6,400
=
1,388
6,400
= 0.2169 = 21.69 cM Incorrect E. distance =
½(2,776 + 3,506) + 3×(118)
6,400
=
3,141 + 354
6,400
=
3,495
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c w
c w
149
2
+ +
+ w
c +
c w
3,480
3
+ w
+ w
c +
c +
4,371
TOTAL = 8,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and W
A. distance =
½(3,480) + 3×(0)
8,000
=
1,740 + 0
8,000
=
1,740
8,000
= 0.2175 = 21.75 cM Incorrect B. distance =
½(149) + 3×(0)
8,000
=
74.5 + 0
8,000
=
74.5
8,000
= 0.0093 = 0.93 cM Incorrect C. distance =
½(149) + 3×(149)
8,000
=
74.5 + 447
8,000
=
521.5
8,000
= 0.0652 = 6.52 cM Incorrect D. distance =
½(4,371) + 3×(0)
8,000
=
2185.5 + 0
8,000
=
2185.5
8,000
= 0.2732 = 27.32 cM Incorrect E. distance =
½(3,480) + 3×(149)
8,000
=
1,740 + 447
8,000
=
2,187
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
m r
m r
183
2
+ +
+ r
m +
m r
3,680
3
+ r
+ r
m +
m +
3,937
TOTAL = 7,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and R
A. distance =
½(3,680) + 3×(183)
7,800
=
1,840 + 549
7,800
=
2,389
7,800
= 0.3063 = 30.63 cM Correct B. distance =
½(3,680) + 3×(0)
7,800
=
1,840 + 0
7,800
=
1,840
7,800
= 0.2359 = 23.59 cM Incorrect C. distance =
½(183) + 3×(0)
7,800
=
91.5 + 0
7,800
=
91.5
7,800
= 0.0117 = 1.17 cM Incorrect D. distance =
½(3,937) + 3×(0)
7,800
=
1968.5 + 0
7,800
=
1968.5
7,800
= 0.2524 = 25.24 cM Incorrect E. distance =
½(3,937) + 3×(183)
7,800
=
1968.5 + 549
7,800
=
2517.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e h
e h
3,846
2
+ +
+ h
e +
e h
3,026
3
+ h
+ h
e +
e +
128
TOTAL = 7,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and H
A. distance =
½(3,846) + 3×(128)
7,000
=
1,923 + 384
7,000
=
2,307
7,000
= 0.3296 = 32.96 cM Incorrect B. distance =
½(3,026) + 3×(0)
7,000
=
1,513 + 0
7,000
=
1,513
7,000
= 0.2161 = 21.61 cM Incorrect C. distance =
½(3,026) + 3×(128)
7,000
=
1,513 + 384
7,000
=
1,897
7,000
= 0.2710 = 27.10 cM Correct D. distance =
½(0) + 3×(128)
7,000
=
0 + 384
7,000
=
384
7,000
= 0.0549 = 5.49 cM Incorrect E. distance =
½(3,026 + 3,846) + 3×(128)
7,000
=
3,436 + 384
7,000
=
3,820
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f t
f t
51
2
+ +
+ t
f +
f t
1,678
3
+ t
+ t
f +
f +
3,071
TOTAL = 4,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and T
A. distance =
½(3,071) + 3×(51)
4,800
=
1535.5 + 153
4,800
=
1688.5
4,800
= 0.3518 = 35.18 cM Incorrect B. distance =
½(1,678) + 3×(51)
4,800
=
839 + 153
4,800
=
992
4,800
= 0.2067 = 20.67 cM Correct C. distance =
½(1,678) + 3×(0)
4,800
=
839 + 0
4,800
=
839
4,800
= 0.1748 = 17.48 cM Incorrect D. distance =
½(1,678 + 3,071) + 3×(51)
4,800
=
2374.5 + 153
4,800
=
2527.5
4,800
= 0.5266 = 52.66 cM Incorrect E. distance =
½(0) + 3×(51)
4,800
=
0 + 153
4,800
=
153
4,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d x
d x
1,122
2
+ +
+ x
d +
d x
1,028
3
+ x
+ x
d +
d +
50
TOTAL = 2,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and X
A. distance =
½(1,028) + 3×(0)
2,200
=
514 + 0
2,200
=
514
2,200
= 0.2336 = 23.36 cM Incorrect B. distance =
½(1,028) + 3×(50)
2,200
=
514 + 150
2,200
=
664
2,200
= 0.3018 = 30.18 cM Correct C. distance =
½(50) + 3×(0)
2,200
=
25 + 0
2,200
=
25
2,200
= 0.0114 = 1.14 cM Incorrect D. distance =
½(0) + 3×(50)
2,200
=
0 + 150
2,200
=
150
2,200
= 0.0682 = 6.82 cM Incorrect E. distance =
½(1,028 + 1,122) + 3×(50)
2,200
=
1,075 + 150
2,200
=
1,225
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b n
b n
117
2
+ +
+ n
b +
b n
3,456
3
+ n
+ n
b +
b +
5,627
TOTAL = 9,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and N
A. distance =
½(3,456) + 3×(117)
9,200
=
1,728 + 351
9,200
=
2,079
9,200
= 0.2260 = 22.60 cM Correct B. distance =
½(5,627) + 3×(0)
9,200
=
2813.5 + 0
9,200
=
2813.5
9,200
= 0.3058 = 30.58 cM Incorrect C. distance =
½(3,456 + 5,627) + 3×(117)
9,200
=
4541.5 + 351
9,200
=
4892.5
9,200
= 0.5318 = 53.18 cM Incorrect D. distance =
½(117) + 3×(0)
9,200
=
58.5 + 0
9,200
=
58.5
9,200
= 0.0064 = 0.64 cM Incorrect E. distance =
½(3,456) + 3×(0)
9,200
=
1,728 + 0
9,200
=
1,728
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
p y
p y
2,452
2
+ +
+ y
p +
p y
1,684
3
+ y
+ y
p +
p +
64
TOTAL = 4,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and Y
A. distance =
½(0) + 3×(64)
4,200
=
0 + 192
4,200
=
192
4,200
= 0.0457 = 4.57 cM Incorrect B. distance =
½(1,684) + 3×(64)
4,200
=
842 + 192
4,200
=
1,034
4,200
= 0.2462 = 24.62 cM Correct C. distance =
½(2,452) + 3×(0)
4,200
=
1,226 + 0
4,200
=
1,226
4,200
= 0.2919 = 29.19 cM Incorrect D. distance =
½(2,452) + 3×(64)
4,200
=
1,226 + 192
4,200
=
1,418
4,200
= 0.3376 = 33.76 cM Incorrect E. distance =
½(64) + 3×(0)
4,200
=
32 + 0
4,200
=
32
4,200
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
k r
k r
3,042
2
+ +
+ r
k +
k r
1,704
3
+ r
+ r
k +
k +
54
TOTAL = 4,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and R
A. distance =
½(1,704) + 3×(54)
4,800
=
852 + 162
4,800
=
1,014
4,800
= 0.2112 = 21.12 cM Correct B. distance =
½(54) + 3×(54)
4,800
=
27 + 162
4,800
=
189
4,800
= 0.0394 = 3.94 cM Incorrect C. distance =
½(3,042) + 3×(54)
4,800
=
1,521 + 162
4,800
=
1,683
4,800
= 0.3506 = 35.06 cM Incorrect D. distance =
½(3,042) + 3×(0)
4,800
=
1,521 + 0
4,800
=
1,521
4,800
= 0.3169 = 31.69 cM Incorrect E. distance =
½(0) + 3×(54)
4,800
=
0 + 162
4,800
=
162
4,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
j n
j n
31
2
+ +
+ n
j +
j n
806
3
+ n
+ n
j +
j +
1,163
TOTAL = 2,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and N
A. distance =
½(806) + 3×(31)
2,000
=
403 + 93
2,000
=
496
2,000
= 0.2480 = 24.80 cM Correct B. distance =
½(806 + 1,163) + 3×(31)
2,000
=
984.5 + 93
2,000
=
1077.5
2,000
= 0.5387 = 53.87 cM Incorrect C. distance =
½(806) + 3×(0)
2,000
=
403 + 0
2,000
=
403
2,000
= 0.2015 = 20.15 cM Incorrect D. distance =
½(1,163) + 3×(0)
2,000
=
581.5 + 0
2,000
=
581.5
2,000
= 0.2908 = 29.07 cM Incorrect E. distance =
½(0) + 3×(31)
2,000
=
0 + 93
2,000
=
93
2,000
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
p r
p r
125
2
+ +
+ r
p +
p r
2,934
3
+ r
+ r
p +
p +
3,741
TOTAL = 6,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and R
A. distance =
½(2,934) + 3×(125)
6,800
=
1,467 + 375
6,800
=
1,842
6,800
= 0.2709 = 27.09 cM Correct B. distance =
½(3,741) + 3×(0)
6,800
=
1870.5 + 0
6,800
=
1870.5
6,800
= 0.2751 = 27.51 cM Incorrect C. distance =
½(2,934) + 3×(0)
6,800
=
1,467 + 0
6,800
=
1,467
6,800
= 0.2157 = 21.57 cM Incorrect D. distance =
½(2,934 + 3,741) + 3×(125)
6,800
=
3337.5 + 375
6,800
=
3712.5
6,800
= 0.5460 = 54.60 cM Incorrect E. distance =
½(3,741) + 3×(125)
6,800
=
1870.5 + 375
6,800
=
2245.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d y
d y
5,288
2
+ +
+ y
d +
d y
4,136
3
+ y
+ y
d +
d +
176
TOTAL = 9,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and Y
A. distance =
½(176) + 3×(176)
9,600
=
88 + 528
9,600
=
616
9,600
= 0.0642 = 6.42 cM Incorrect B. distance =
½(5,288) + 3×(0)
9,600
=
2,644 + 0
9,600
=
2,644
9,600
= 0.2754 = 27.54 cM Incorrect C. distance =
½(0) + 3×(176)
9,600
=
0 + 528
9,600
=
528
9,600
= 0.0550 = 5.50 cM Incorrect D. distance =
½(5,288) + 3×(176)
9,600
=
2,644 + 528
9,600
=
3,172
9,600
= 0.3304 = 33.04 cM Incorrect E. distance =
½(4,136) + 3×(176)
9,600
=
2,068 + 528
9,600
=
2,596
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f m
f m
85
2
+ +
+ m
f +
f m
1,932
3
+ m
+ m
f +
f +
2,383
TOTAL = 4,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and M
A. distance =
½(85) + 3×(85)
4,400
=
42.5 + 255
4,400
=
297.5
4,400
= 0.0676 = 6.76 cM Incorrect B. distance =
½(1,932 + 2,383) + 3×(85)
4,400
=
2157.5 + 255
4,400
=
2412.5
4,400
= 0.5483 = 54.83 cM Incorrect C. distance =
½(2,383) + 3×(85)
4,400
=
1191.5 + 255
4,400
=
1446.5
4,400
= 0.3287 = 32.88 cM Incorrect D. distance =
½(1,932) + 3×(85)
4,400
=
966 + 255
4,400
=
1,221
4,400
= 0.2775 = 27.75 cM Correct E. distance =
½(0) + 3×(85)
4,400
=
0 + 255
4,400
=
255
4,400
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
k y
k y
4,646
2
+ +
+ y
k +
k y
3,972
3
+ y
+ y
k +
k +
182
TOTAL = 8,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and Y
A. distance =
½(182) + 3×(182)
8,800
=
91 + 546
8,800
=
637
8,800
= 0.0724 = 7.24 cM Incorrect B. distance =
½(3,972) + 3×(182)
8,800
=
1,986 + 546
8,800
=
2,532
8,800
= 0.2877 = 28.77 cM Correct C. distance =
½(0) + 3×(182)
8,800
=
0 + 546
8,800
=
546
8,800
= 0.0620 = 6.20 cM Incorrect D. distance =
½(3,972 + 4,646) + 3×(182)
8,800
=
4,309 + 546
8,800
=
4,855
8,800
= 0.5517 = 55.17 cM Incorrect E. distance =
½(3,972) + 3×(0)
8,800
=
1,986 + 0
8,800
=
1,986
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a t
a t
131
2
+ +
+ t
a +
a t
3,604
3
+ t
+ t
a +
a +
5,465
TOTAL = 9,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and T
A. distance =
½(0) + 3×(131)
9,200
=
0 + 393
9,200
=
393
9,200
= 0.0427 = 4.27 cM Incorrect B. distance =
½(3,604 + 5,465) + 3×(131)
9,200
=
4534.5 + 393
9,200
=
4927.5
9,200
= 0.5356 = 53.56 cM Incorrect C. distance =
½(5,465) + 3×(0)
9,200
=
2732.5 + 0
9,200
=
2732.5
9,200
= 0.2970 = 29.70 cM Incorrect D. distance =
½(131) + 3×(131)
9,200
=
65.5 + 393
9,200
=
458.5
9,200
= 0.0498 = 4.98 cM Incorrect E. distance =
½(3,604) + 3×(131)
9,200
=
1,802 + 393
9,200
=
2,195
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e r
e r
3,751
2
+ +
+ r
e +
e r
1,990
3
+ r
+ r
e +
e +
59
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and R
A. distance =
½(0) + 3×(59)
5,800
=
0 + 177
5,800
=
177
5,800
= 0.0305 = 3.05 cM Incorrect B. distance =
½(59) + 3×(0)
5,800
=
29.5 + 0
5,800
=
29.5
5,800
= 0.0051 = 0.51 cM Incorrect C. distance =
½(1,990) + 3×(59)
5,800
=
995 + 177
5,800
=
1,172
5,800
= 0.2021 = 20.21 cM Correct D. distance =
½(59) + 3×(59)
5,800
=
29.5 + 177
5,800
=
206.5
5,800
= 0.0356 = 3.56 cM Incorrect E. distance =
½(1,990) + 3×(0)
5,800
=
995 + 0
5,800
=
995
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
r t
r t
118
2
+ +
+ t
r +
r t
3,380
3
+ t
+ t
r +
r +
5,302
TOTAL = 8,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and T
A. distance =
½(0) + 3×(118)
8,800
=
0 + 354
8,800
=
354
8,800
= 0.0402 = 4.02 cM Incorrect B. distance =
½(3,380) + 3×(118)
8,800
=
1,690 + 354
8,800
=
2,044
8,800
= 0.2323 = 23.23 cM Correct C. distance =
½(5,302) + 3×(0)
8,800
=
2,651 + 0
8,800
=
2,651
8,800
= 0.3013 = 30.12 cM Incorrect D. distance =
½(3,380) + 3×(0)
8,800
=
1,690 + 0
8,800
=
1,690
8,800
= 0.1920 = 19.20 cM Incorrect E. distance =
½(5,302) + 3×(118)
8,800
=
2,651 + 354
8,800
=
3,005
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n w
n w
142
2
+ +
+ w
n +
n w
2,776
3
+ w
+ w
n +
n +
2,882
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and W
A. distance =
½(2,882) + 3×(142)
5,800
=
1,441 + 426
5,800
=
1,867
5,800
= 0.3219 = 32.19 cM Incorrect B. distance =
½(2,776) + 3×(142)
5,800
=
1,388 + 426
5,800
=
1,814
5,800
= 0.3128 = 31.28 cM Correct C. distance =
½(0) + 3×(142)
5,800
=
0 + 426
5,800
=
426
5,800
= 0.0734 = 7.34 cM Incorrect D. distance =
½(2,776 + 2,882) + 3×(142)
5,800
=
2,829 + 426
5,800
=
3,255
5,800
= 0.5612 = 56.12 cM Incorrect E. distance =
½(142) + 3×(142)
5,800
=
71 + 426
5,800
=
497
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
m p
m p
173
2
+ +
+ p
m +
m p
3,724
3
+ p
+ p
m +
m +
4,303
TOTAL = 8,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and P
A. distance =
½(3,724) + 3×(0)
8,200
=
1,862 + 0
8,200
=
1,862
8,200
= 0.2271 = 22.71 cM Incorrect B. distance =
½(173) + 3×(173)
8,200
=
86.5 + 519
8,200
=
605.5
8,200
= 0.0738 = 7.38 cM Incorrect C. distance =
½(4,303) + 3×(173)
8,200
=
2151.5 + 519
8,200
=
2670.5
8,200
= 0.3257 = 32.57 cM Incorrect D. distance =
½(4,303) + 3×(0)
8,200
=
2151.5 + 0
8,200
=
2151.5
8,200
= 0.2624 = 26.24 cM Incorrect E. distance =
½(3,724) + 3×(173)
8,200
=
1,862 + 519
8,200
=
2,381
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c y
c y
2,138
2
+ +
+ y
c +
c y
1,598
3
+ y
+ y
c +
c +
64
TOTAL = 3,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and Y
A. distance =
½(1,598) + 3×(64)
3,800
=
799 + 192
3,800
=
991
3,800
= 0.2608 = 26.08 cM Correct B. distance =
½(2,138) + 3×(0)
3,800
=
1,069 + 0
3,800
=
1,069
3,800
= 0.2813 = 28.13 cM Incorrect C. distance =
½(1,598) + 3×(0)
3,800
=
799 + 0
3,800
=
799
3,800
= 0.2103 = 21.03 cM Incorrect D. distance =
½(64) + 3×(0)
3,800
=
32 + 0
3,800
=
32
3,800
= 0.0084 = 0.84 cM Incorrect E. distance =
½(64) + 3×(64)
3,800
=
32 + 192
3,800
=
224
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
k x
k x
5,410
2
+ +
+ x
k +
k x
3,280
3
+ x
+ x
k +
k +
110
TOTAL = 8,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and X
A. distance =
½(5,410) + 3×(110)
8,800
=
2,705 + 330
8,800
=
3,035
8,800
= 0.3449 = 34.49 cM Incorrect B. distance =
½(0) + 3×(110)
8,800
=
0 + 330
8,800
=
330
8,800
= 0.0375 = 3.75 cM Incorrect C. distance =
½(5,410) + 3×(0)
8,800
=
2,705 + 0
8,800
=
2,705
8,800
= 0.3074 = 30.74 cM Incorrect D. distance =
½(3,280) + 3×(110)
8,800
=
1,640 + 330
8,800
=
1,970
8,800
= 0.2239 = 22.39 cM Correct E. distance =
½(3,280) + 3×(0)
8,800
=
1,640 + 0
8,800
=
1,640
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e r
e r
2,673
2
+ +
+ r
e +
e r
2,594
3
+ r
+ r
e +
e +
133
TOTAL = 5,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and R
A. distance =
½(2,673) + 3×(0)
5,400
=
1336.5 + 0
5,400
=
1336.5
5,400
= 0.2475 = 24.75 cM Incorrect B. distance =
½(2,594) + 3×(0)
5,400
=
1,297 + 0
5,400
=
1,297
5,400
= 0.2402 = 24.02 cM Incorrect C. distance =
½(2,594) + 3×(133)
5,400
=
1,297 + 399
5,400
=
1,696
5,400
= 0.3141 = 31.41 cM Correct D. distance =
½(0) + 3×(133)
5,400
=
0 + 399
5,400
=
399
5,400
= 0.0739 = 7.39 cM Incorrect E. distance =
½(2,594 + 2,673) + 3×(133)
5,400
=
2633.5 + 399
5,400
=
3032.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a n
a n
102
2
+ +
+ n
a +
a n
3,172
3
+ n
+ n
a +
a +
5,526
TOTAL = 8,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and N
A. distance =
½(102) + 3×(102)
8,800
=
51 + 306
8,800
=
357
8,800
= 0.0406 = 4.06 cM Incorrect B. distance =
½(0) + 3×(102)
8,800
=
0 + 306
8,800
=
306
8,800
= 0.0348 = 3.48 cM Incorrect C. distance =
½(5,526) + 3×(0)
8,800
=
2,763 + 0
8,800
=
2,763
8,800
= 0.3140 = 31.40 cM Incorrect D. distance =
½(3,172) + 3×(102)
8,800
=
1,586 + 306
8,800
=
1,892
8,800
= 0.2150 = 21.50 cM Correct E. distance =
½(3,172 + 5,526) + 3×(102)
8,800
=
4,349 + 306
8,800
=
4,655
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c h
c h
54
2
+ +
+ h
c +
c h
1,280
3
+ h
+ h
c +
c +
1,666
TOTAL = 3,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and H
A. distance =
½(54) + 3×(0)
3,000
=
27 + 0
3,000
=
27
3,000
= 0.0090 = 0.90 cM Incorrect B. distance =
½(1,666) + 3×(0)
3,000
=
833 + 0
3,000
=
833
3,000
= 0.2777 = 27.77 cM Incorrect C. distance =
½(1,280 + 1,666) + 3×(54)
3,000
=
1,473 + 162
3,000
=
1,635
3,000
= 0.5450 = 54.50 cM Incorrect D. distance =
½(1,280) + 3×(54)
3,000
=
640 + 162
3,000
=
802
3,000
= 0.2673 = 26.73 cM Correct E. distance =
½(1,280) + 3×(0)
3,000
=
640 + 0
3,000
=
640
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e n
e n
142
2
+ +
+ n
e +
e n
3,130
3
+ n
+ n
e +
e +
3,728
TOTAL = 7,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and N
A. distance =
½(142) + 3×(142)
7,000
=
71 + 426
7,000
=
497
7,000
= 0.0710 = 7.10 cM Incorrect B. distance =
½(0) + 3×(142)
7,000
=
0 + 426
7,000
=
426
7,000
= 0.0609 = 6.09 cM Incorrect C. distance =
½(3,130) + 3×(142)
7,000
=
1,565 + 426
7,000
=
1,991
7,000
= 0.2844 = 28.44 cM Correct D. distance =
½(3,728) + 3×(142)
7,000
=
1,864 + 426
7,000
=
2,290
7,000
= 0.3271 = 32.71 cM Incorrect E. distance =
½(3,130 + 3,728) + 3×(142)
7,000
=
3,429 + 426
7,000
=
3,855
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b k
b k
136
2
+ +
+ k
b +
b k
2,854
3
+ k
+ k
b +
b +
3,210
TOTAL = 6,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and K
A. distance =
½(3,210) + 3×(136)
6,200
=
1,605 + 408
6,200
=
2,013
6,200
= 0.3247 = 32.47 cM Incorrect B. distance =
½(3,210) + 3×(0)
6,200
=
1,605 + 0
6,200
=
1,605
6,200
= 0.2589 = 25.89 cM Incorrect C. distance =
½(2,854) + 3×(136)
6,200
=
1,427 + 408
6,200
=
1,835
6,200
= 0.2960 = 29.60 cM Correct D. distance =
½(136) + 3×(0)
6,200
=
68 + 0
6,200
=
68
6,200
= 0.0110 = 1.10 cM Incorrect E. distance =
½(2,854 + 3,210) + 3×(136)
6,200
=
3,032 + 408
6,200
=
3,440
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
j n
j n
118
2
+ +
+ n
j +
j n
2,816
3
+ n
+ n
j +
j +
3,666
TOTAL = 6,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and N
A. distance =
½(2,816 + 3,666) + 3×(118)
6,600
=
3,241 + 354
6,600
=
3,595
6,600
= 0.5447 = 54.47 cM Incorrect B. distance =
½(0) + 3×(118)
6,600
=
0 + 354
6,600
=
354
6,600
= 0.0536 = 5.36 cM Incorrect C. distance =
½(3,666) + 3×(0)
6,600
=
1,833 + 0
6,600
=
1,833
6,600
= 0.2777 = 27.77 cM Incorrect D. distance =
½(2,816) + 3×(118)
6,600
=
1,408 + 354
6,600
=
1,762
6,600
= 0.2670 = 26.70 cM Correct E. distance =
½(118) + 3×(0)
6,600
=
59 + 0
6,600
=
59
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a k
a k
97
2
+ +
+ k
a +
a k
1,914
3
+ k
+ k
a +
a +
1,989
TOTAL = 4,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and K
A. distance =
½(1,914 + 1,989) + 3×(97)
4,000
=
1951.5 + 291
4,000
=
2242.5
4,000
= 0.5606 = 56.06 cM Incorrect B. distance =
½(1,989) + 3×(97)
4,000
=
994.5 + 291
4,000
=
1285.5
4,000
= 0.3214 = 32.14 cM Incorrect C. distance =
½(97) + 3×(0)
4,000
=
48.5 + 0
4,000
=
48.5
4,000
= 0.0121 = 1.21 cM Incorrect D. distance =
½(0) + 3×(97)
4,000
=
0 + 291
4,000
=
291
4,000
= 0.0727 = 7.27 cM Incorrect E. distance =
½(1,914) + 3×(97)
4,000
=
957 + 291
4,000
=
1,248
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d n
d n
3,664
2
+ +
+ n
d +
d n
3,372
3
+ n
+ n
d +
d +
164
TOTAL = 7,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and N
A. distance =
½(3,664) + 3×(0)
7,200
=
1,832 + 0
7,200
=
1,832
7,200
= 0.2544 = 25.44 cM Incorrect B. distance =
½(3,372 + 3,664) + 3×(164)
7,200
=
3,518 + 492
7,200
=
4,010
7,200
= 0.5569 = 55.69 cM Incorrect C. distance =
½(0) + 3×(164)
7,200
=
0 + 492
7,200
=
492
7,200
= 0.0683 = 6.83 cM Incorrect D. distance =
½(3,372) + 3×(164)
7,200
=
1,686 + 492
7,200
=
2,178
7,200
= 0.3025 = 30.25 cM Correct E. distance =
½(3,664) + 3×(164)
7,200
=
1,832 + 492
7,200
=
2,324
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
k p
k p
2,365
2
+ +
+ p
k +
k p
1,390
3
+ p
+ p
k +
k +
45
TOTAL = 3,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and P
A. distance =
½(2,365) + 3×(0)
3,800
=
1182.5 + 0
3,800
=
1182.5
3,800
= 0.3112 = 31.12 cM Incorrect B. distance =
½(1,390) + 3×(0)
3,800
=
695 + 0
3,800
=
695
3,800
= 0.1829 = 18.29 cM Incorrect C. distance =
½(1,390) + 3×(45)
3,800
=
695 + 135
3,800
=
830
3,800
= 0.2184 = 21.84 cM Correct D. distance =
½(1,390 + 2,365) + 3×(45)
3,800
=
1877.5 + 135
3,800
=
2012.5
3,800
= 0.5296 = 52.96 cM Incorrect E. distance =
½(45) + 3×(45)
3,800
=
22.5 + 135
3,800
=
157.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
j t
j t
86
2
+ +
+ t
j +
j t
1,708
3
+ t
+ t
j +
j +
1,806
TOTAL = 3,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and T
A. distance =
½(86) + 3×(86)
3,600
=
43 + 258
3,600
=
301
3,600
= 0.0836 = 8.36 cM Incorrect B. distance =
½(1,708) + 3×(86)
3,600
=
854 + 258
3,600
=
1,112
3,600
= 0.3089 = 30.89 cM Correct C. distance =
½(86) + 3×(0)
3,600
=
43 + 0
3,600
=
43
3,600
= 0.0119 = 1.19 cM Incorrect D. distance =
½(1,806) + 3×(86)
3,600
=
903 + 258
3,600
=
1,161
3,600
= 0.3225 = 32.25 cM Incorrect E. distance =
½(1,708 + 1,806) + 3×(86)
3,600
=
1,757 + 258
3,600
=
2,015
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c m
c m
69
2
+ +
+ m
c +
c m
1,734
3
+ m
+ m
c +
c +
2,397
TOTAL = 4,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and M
A. distance =
½(69) + 3×(69)
4,200
=
34.5 + 207
4,200
=
241.5
4,200
= 0.0575 = 5.75 cM Incorrect B. distance =
½(1,734) + 3×(69)
4,200
=
867 + 207
4,200
=
1,074
4,200
= 0.2557 = 25.57 cM Correct C. distance =
½(1,734) + 3×(0)
4,200
=
867 + 0
4,200
=
867
4,200
= 0.2064 = 20.64 cM Incorrect D. distance =
½(2,397) + 3×(0)
4,200
=
1198.5 + 0
4,200
=
1198.5
4,200
= 0.2854 = 28.54 cM Incorrect E. distance =
½(2,397) + 3×(69)
4,200
=
1198.5 + 207
4,200
=
1405.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c x
c x
144
2
+ +
+ x
c +
c x
3,782
3
+ x
+ x
c +
c +
5,474
TOTAL = 9,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and X
A. distance =
½(144) + 3×(0)
9,400
=
72 + 0
9,400
=
72
9,400
= 0.0077 = 0.77 cM Incorrect B. distance =
½(5,474) + 3×(0)
9,400
=
2,737 + 0
9,400
=
2,737
9,400
= 0.2912 = 29.12 cM Incorrect C. distance =
½(3,782) + 3×(0)
9,400
=
1,891 + 0
9,400
=
1,891
9,400
= 0.2012 = 20.12 cM Incorrect D. distance =
½(144) + 3×(144)
9,400
=
72 + 432
9,400
=
504
9,400
= 0.0536 = 5.36 cM Incorrect E. distance =
½(3,782) + 3×(144)
9,400
=
1,891 + 432
9,400
=
2,323
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h x
h x
91
2
+ +
+ x
h +
h x
2,046
3
+ x
+ x
h +
h +
2,463
TOTAL = 4,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and X
A. distance =
½(0) + 3×(91)
4,600
=
0 + 273
4,600
=
273
4,600
= 0.0593 = 5.93 cM Incorrect B. distance =
½(2,046) + 3×(91)
4,600
=
1,023 + 273
4,600
=
1,296
4,600
= 0.2817 = 28.17 cM Correct C. distance =
½(91) + 3×(91)
4,600
=
45.5 + 273
4,600
=
318.5
4,600
= 0.0692 = 6.92 cM Incorrect D. distance =
½(2,463) + 3×(0)
4,600
=
1231.5 + 0
4,600
=
1231.5
4,600
= 0.2677 = 26.77 cM Incorrect E. distance =
½(2,463) + 3×(91)
4,600
=
1231.5 + 273
4,600
=
1504.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c w
c w
35
2
+ +
+ w
c +
c w
796
3
+ w
+ w
c +
c +
969
TOTAL = 1,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and W
A. distance =
½(796) + 3×(35)
1,800
=
398 + 105
1,800
=
503
1,800
= 0.2794 = 27.94 cM Correct B. distance =
½(0) + 3×(35)
1,800
=
0 + 105
1,800
=
105
1,800
= 0.0583 = 5.83 cM Incorrect C. distance =
½(35) + 3×(35)
1,800
=
17.5 + 105
1,800
=
122.5
1,800
= 0.0681 = 6.81 cM Incorrect D. distance =
½(35) + 3×(0)
1,800
=
17.5 + 0
1,800
=
17.5
1,800
= 0.0097 = 0.97 cM Incorrect E. distance =
½(969) + 3×(0)
1,800
=
484.5 + 0
1,800
=
484.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
r t
r t
90
2
+ +
+ t
r +
r t
2,294
3
+ t
+ t
r +
r +
3,216
TOTAL = 5,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and T
A. distance =
½(3,216) + 3×(0)
5,600
=
1,608 + 0
5,600
=
1,608
5,600
= 0.2871 = 28.71 cM Incorrect B. distance =
½(2,294 + 3,216) + 3×(90)
5,600
=
2,755 + 270
5,600
=
3,025
5,600
= 0.5402 = 54.02 cM Incorrect C. distance =
½(2,294) + 3×(90)
5,600
=
1,147 + 270
5,600
=
1,417
5,600
= 0.2530 = 25.30 cM Correct D. distance =
½(3,216) + 3×(90)
5,600
=
1,608 + 270
5,600
=
1,878
5,600
= 0.3354 = 33.54 cM Incorrect E. distance =
½(90) + 3×(0)
5,600
=
45 + 0
5,600
=
45
5,600
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b m
b m
56
2
+ +
+ m
b +
b m
1,642
3
+ m
+ m
b +
b +
2,702
TOTAL = 4,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and M
A. distance =
½(2,702) + 3×(0)
4,400
=
1,351 + 0
4,400
=
1,351
4,400
= 0.3070 = 30.70 cM Incorrect B. distance =
½(0) + 3×(56)
4,400
=
0 + 168
4,400
=
168
4,400
= 0.0382 = 3.82 cM Incorrect C. distance =
½(1,642) + 3×(0)
4,400
=
821 + 0
4,400
=
821
4,400
= 0.1866 = 18.66 cM Incorrect D. distance =
½(1,642) + 3×(56)
4,400
=
821 + 168
4,400
=
989
4,400
= 0.2248 = 22.48 cM Correct E. distance =
½(1,642 + 2,702) + 3×(56)
4,400
=
2,172 + 168
4,400
=
2,340
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a f
a f
940
2
+ +
+ f
a +
a f
822
3
+ f
+ f
a +
a +
38
TOTAL = 1,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and F
A. distance =
½(940) + 3×(38)
1,800
=
470 + 114
1,800
=
584
1,800
= 0.3244 = 32.44 cM Incorrect B. distance =
½(822 + 940) + 3×(38)
1,800
=
881 + 114
1,800
=
995
1,800
= 0.5528 = 55.28 cM Incorrect C. distance =
½(822) + 3×(38)
1,800
=
411 + 114
1,800
=
525
1,800
= 0.2917 = 29.17 cM Correct D. distance =
½(0) + 3×(38)
1,800
=
0 + 114
1,800
=
114
1,800
= 0.0633 = 6.33 cM Incorrect E. distance =
½(38) + 3×(0)
1,800
=
19 + 0
1,800
=
19
1,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e j
e j
138
2
+ +
+ j
e +
e j
3,538
3
+ j
+ j
e +
e +
4,924
TOTAL = 8,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and J
A. distance =
½(3,538 + 4,924) + 3×(138)
8,600
=
4,231 + 414
8,600
=
4,645
8,600
= 0.5401 = 54.01 cM Incorrect B. distance =
½(3,538) + 3×(0)
8,600
=
1,769 + 0
8,600
=
1,769
8,600
= 0.2057 = 20.57 cM Incorrect C. distance =
½(138) + 3×(0)
8,600
=
69 + 0
8,600
=
69
8,600
= 0.0080 = 0.80 cM Incorrect D. distance =
½(3,538) + 3×(138)
8,600
=
1,769 + 414
8,600
=
2,183
8,600
= 0.2538 = 25.38 cM Correct E. distance =
½(0) + 3×(138)
8,600
=
0 + 414
8,600
=
414
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
j n
j n
1,805
2
+ +
+ n
j +
j n
966
3
+ n
+ n
j +
j +
29
TOTAL = 2,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and N
A. distance =
½(1,805) + 3×(0)
2,800
=
902.5 + 0
2,800
=
902.5
2,800
= 0.3223 = 32.23 cM Incorrect B. distance =
½(0) + 3×(29)
2,800
=
0 + 87
2,800
=
87
2,800
= 0.0311 = 3.11 cM Incorrect C. distance =
½(966) + 3×(29)
2,800
=
483 + 87
2,800
=
570
2,800
= 0.2036 = 20.36 cM Correct D. distance =
½(29) + 3×(0)
2,800
=
14.5 + 0
2,800
=
14.5
2,800
= 0.0052 = 0.52 cM Incorrect E. distance =
½(29) + 3×(29)
2,800
=
14.5 + 87
2,800
=
101.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a y
a y
1,802
2
+ +
+ y
a +
a y
1,344
3
+ y
+ y
a +
a +
54
TOTAL = 3,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and Y
A. distance =
½(1,802) + 3×(54)
3,200
=
901 + 162
3,200
=
1,063
3,200
= 0.3322 = 33.22 cM Incorrect B. distance =
½(1,344) + 3×(0)
3,200
=
672 + 0
3,200
=
672
3,200
= 0.2100 = 21 cM Incorrect C. distance =
½(1,344) + 3×(54)
3,200
=
672 + 162
3,200
=
834
3,200
= 0.2606 = 26.06 cM Correct D. distance =
½(1,344 + 1,802) + 3×(54)
3,200
=
1,573 + 162
3,200
=
1,735
3,200
= 0.5422 = 54.22 cM Incorrect E. distance =
½(54) + 3×(54)
3,200
=
27 + 162
3,200
=
189
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a x
a x
5,599
2
+ +
+ x
a +
a x
3,856
3
+ x
+ x
a +
a +
145
TOTAL = 9,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and X
A. distance =
½(5,599) + 3×(0)
9,600
=
2799.5 + 0
9,600
=
2799.5
9,600
= 0.2916 = 29.16 cM Incorrect B. distance =
½(5,599) + 3×(145)
9,600
=
2799.5 + 435
9,600
=
3234.5
9,600
= 0.3369 = 33.69 cM Incorrect C. distance =
½(3,856) + 3×(0)
9,600
=
1,928 + 0
9,600
=
1,928
9,600
= 0.2008 = 20.08 cM Incorrect D. distance =
½(145) + 3×(145)
9,600
=
72.5 + 435
9,600
=
507.5
9,600
= 0.0529 = 5.29 cM Incorrect E. distance =
½(3,856) + 3×(145)
9,600
=
1,928 + 435
9,600
=
2,363
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
m r
m r
1,815
2
+ +
+ r
m +
m r
1,700
3
+ r
+ r
m +
m +
85
TOTAL = 3,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and R
A. distance =
½(1,815) + 3×(85)
3,600
=
907.5 + 255
3,600
=
1162.5
3,600
= 0.3229 = 32.29 cM Incorrect B. distance =
½(1,700) + 3×(85)
3,600
=
850 + 255
3,600
=
1,105
3,600
= 0.3069 = 30.69 cM Correct C. distance =
½(1,700) + 3×(0)
3,600
=
850 + 0
3,600
=
850
3,600
= 0.2361 = 23.61 cM Incorrect D. distance =
½(85) + 3×(85)
3,600
=
42.5 + 255
3,600
=
297.5
3,600
= 0.0826 = 8.26 cM Incorrect E. distance =
½(1,815) + 3×(0)
3,600
=
907.5 + 0
3,600
=
907.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c k
c k
2,223
2
+ +
+ k
c +
c k
1,520
3
+ k
+ k
c +
c +
57
TOTAL = 3,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and K
A. distance =
½(1,520) + 3×(57)
3,800
=
760 + 171
3,800
=
931
3,800
= 0.2450 = 24.50 cM Correct B. distance =
½(0) + 3×(57)
3,800
=
0 + 171
3,800
=
171
3,800
= 0.0450 = 4.50 cM Incorrect C. distance =
½(57) + 3×(0)
3,800
=
28.5 + 0
3,800
=
28.5
3,800
= 0.0075 = 0.75 cM Incorrect D. distance =
½(1,520 + 2,223) + 3×(57)
3,800
=
1871.5 + 171
3,800
=
2042.5
3,800
= 0.5375 = 53.75 cM Incorrect E. distance =
½(2,223) + 3×(57)
3,800
=
1111.5 + 171
3,800
=
1282.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n r
n r
2,251
2
+ +
+ r
n +
n r
2,050
3
+ r
+ r
n +
n +
99
TOTAL = 4,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and R
A. distance =
½(99) + 3×(0)
4,400
=
49.5 + 0
4,400
=
49.5
4,400
= 0.0112 = 1.12 cM Incorrect B. distance =
½(99) + 3×(99)
4,400
=
49.5 + 297
4,400
=
346.5
4,400
= 0.0788 = 7.88 cM Incorrect C. distance =
½(2,251) + 3×(99)
4,400
=
1125.5 + 297
4,400
=
1422.5
4,400
= 0.3233 = 32.33 cM Incorrect D. distance =
½(2,251) + 3×(0)
4,400
=
1125.5 + 0
4,400
=
1125.5
4,400
= 0.2558 = 25.58 cM Incorrect E. distance =
½(2,050) + 3×(99)
4,400
=
1,025 + 297
4,400
=
1,322
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a k
a k
90
2
+ +
+ k
a +
a k
1,976
3
+ k
+ k
a +
a +
2,334
TOTAL = 4,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and K
A. distance =
½(90) + 3×(0)
4,400
=
45 + 0
4,400
=
45
4,400
= 0.0102 = 1.02 cM Incorrect B. distance =
½(2,334) + 3×(0)
4,400
=
1,167 + 0
4,400
=
1,167
4,400
= 0.2652 = 26.52 cM Incorrect C. distance =
½(1,976) + 3×(90)
4,400
=
988 + 270
4,400
=
1,258
4,400
= 0.2859 = 28.59 cM Correct D. distance =
½(1,976 + 2,334) + 3×(90)
4,400
=
2,155 + 270
4,400
=
2,425
4,400
= 0.5511 = 55.11 cM Incorrect E. distance =
½(0) + 3×(90)
4,400
=
0 + 270
4,400
=
270
4,400
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d n
d n
85
2
+ +
+ n
d +
d n
2,248
3
+ n
+ n
d +
d +
3,267
TOTAL = 5,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and N
A. distance =
½(3,267) + 3×(0)
5,600
=
1633.5 + 0
5,600
=
1633.5
5,600
= 0.2917 = 29.17 cM Incorrect B. distance =
½(85) + 3×(85)
5,600
=
42.5 + 255
5,600
=
297.5
5,600
= 0.0531 = 5.31 cM Incorrect C. distance =
½(2,248) + 3×(0)
5,600
=
1,124 + 0
5,600
=
1,124
5,600
= 0.2007 = 20.07 cM Incorrect D. distance =
½(2,248) + 3×(85)
5,600
=
1,124 + 255
5,600
=
1,379
5,600
= 0.2462 = 24.62 cM Correct E. distance =
½(0) + 3×(85)
5,600
=
0 + 255
5,600
=
255
5,600
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n w
n w
889
2
+ +
+ w
n +
n w
866
3
+ w
+ w
n +
n +
45
TOTAL = 1,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and W
A. distance =
½(889) + 3×(0)
1,800
=
444.5 + 0
1,800
=
444.5
1,800
= 0.2469 = 24.69 cM Incorrect B. distance =
½(866) + 3×(45)
1,800
=
433 + 135
1,800
=
568
1,800
= 0.3156 = 31.56 cM Correct C. distance =
½(866 + 889) + 3×(45)
1,800
=
877.5 + 135
1,800
=
1012.5
1,800
= 0.5625 = 56.25 cM Incorrect D. distance =
½(0) + 3×(45)
1,800
=
0 + 135
1,800
=
135
1,800
= 0.0750 = 7.50 cM Incorrect E. distance =
½(45) + 3×(0)
1,800
=
22.5 + 0
1,800
=
22.5
1,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c p
c p
3,468
2
+ +
+ p
c +
c p
3,360
3
+ p
+ p
c +
c +
172
TOTAL = 7,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and P
A. distance =
½(3,468) + 3×(0)
7,000
=
1,734 + 0
7,000
=
1,734
7,000
= 0.2477 = 24.77 cM Incorrect B. distance =
½(3,360 + 3,468) + 3×(172)
7,000
=
3,414 + 516
7,000
=
3,930
7,000
= 0.5614 = 56.14 cM Incorrect C. distance =
½(0) + 3×(172)
7,000
=
0 + 516
7,000
=
516
7,000
= 0.0737 = 7.37 cM Incorrect D. distance =
½(172) + 3×(0)
7,000
=
86 + 0
7,000
=
86
7,000
= 0.0123 = 1.23 cM Incorrect E. distance =
½(3,360) + 3×(172)
7,000
=
1,680 + 516
7,000
=
2,196
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
w x
w x
121
2
+ +
+ x
w +
w x
3,358
3
+ x
+ x
w +
w +
5,121
TOTAL = 8,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes W and X
A. distance =
½(3,358) + 3×(121)
8,600
=
1,679 + 363
8,600
=
2,042
8,600
= 0.2374 = 23.74 cM Correct B. distance =
½(121) + 3×(0)
8,600
=
60.5 + 0
8,600
=
60.5
8,600
= 0.0070 = 0.70 cM Incorrect C. distance =
½(5,121) + 3×(121)
8,600
=
2560.5 + 363
8,600
=
2923.5
8,600
= 0.3399 = 33.99 cM Incorrect D. distance =
½(5,121) + 3×(0)
8,600
=
2560.5 + 0
8,600
=
2560.5
8,600
= 0.2977 = 29.77 cM Incorrect E. distance =
½(3,358) + 3×(0)
8,600
=
1,679 + 0
8,600
=
1,679
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h n
h n
1,238
2
+ +
+ n
h +
h n
1,110
3
+ n
+ n
h +
h +
52
TOTAL = 2,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and N
A. distance =
½(1,110 + 1,238) + 3×(52)
2,400
=
1,174 + 156
2,400
=
1,330
2,400
= 0.5542 = 55.42 cM Incorrect B. distance =
½(52) + 3×(0)
2,400
=
26 + 0
2,400
=
26
2,400
= 0.0108 = 1.08 cM Incorrect C. distance =
½(1,110) + 3×(52)
2,400
=
555 + 156
2,400
=
711
2,400
= 0.2963 = 29.62 cM Correct D. distance =
½(1,238) + 3×(0)
2,400
=
619 + 0
2,400
=
619
2,400
= 0.2579 = 25.79 cM Incorrect E. distance =
½(1,110) + 3×(0)
2,400
=
555 + 0
2,400
=
555
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e y
e y
61
2
+ +
+ y
e +
e y
1,166
3
+ y
+ y
e +
e +
1,173
TOTAL = 2,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and Y
A. distance =
½(61) + 3×(61)
2,400
=
30.5 + 183
2,400
=
213.5
2,400
= 0.0890 = 8.90 cM Incorrect B. distance =
½(0) + 3×(61)
2,400
=
0 + 183
2,400
=
183
2,400
= 0.0762 = 7.62 cM Incorrect C. distance =
½(1,166 + 1,173) + 3×(61)
2,400
=
1169.5 + 183
2,400
=
1352.5
2,400
= 0.5635 = 56.35 cM Incorrect D. distance =
½(1,173) + 3×(0)
2,400
=
586.5 + 0
2,400
=
586.5
2,400
= 0.2444 = 24.44 cM Incorrect E. distance =
½(1,166) + 3×(61)
2,400
=
583 + 183
2,400
=
766
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h x
h x
2,217
2
+ +
+ x
h +
h x
1,526
3
+ x
+ x
h +
h +
57
TOTAL = 3,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and X
A. distance =
½(1,526 + 2,217) + 3×(57)
3,800
=
1871.5 + 171
3,800
=
2042.5
3,800
= 0.5375 = 53.75 cM Incorrect B. distance =
½(57) + 3×(57)
3,800
=
28.5 + 171
3,800
=
199.5
3,800
= 0.0525 = 5.25 cM Incorrect C. distance =
½(1,526) + 3×(57)
3,800
=
763 + 171
3,800
=
934
3,800
= 0.2458 = 24.58 cM Correct D. distance =
½(2,217) + 3×(57)
3,800
=
1108.5 + 171
3,800
=
1279.5
3,800
= 0.3367 = 33.67 cM Incorrect E. distance =
½(57) + 3×(0)
3,800
=
28.5 + 0
3,800
=
28.5
3,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d w
d w
1,210
2
+ +
+ w
d +
d w
950
3
+ w
+ w
d +
d +
40
TOTAL = 2,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and W
A. distance =
½(1,210) + 3×(40)
2,200
=
605 + 120
2,200
=
725
2,200
= 0.3295 = 32.95 cM Incorrect B. distance =
½(950) + 3×(40)
2,200
=
475 + 120
2,200
=
595
2,200
= 0.2705 = 27.05 cM Correct C. distance =
½(950) + 3×(0)
2,200
=
475 + 0
2,200
=
475
2,200
= 0.2159 = 21.59 cM Incorrect D. distance =
½(950 + 1,210) + 3×(40)
2,200
=
1,080 + 120
2,200
=
1,200
2,200
= 0.5455 = 54.55 cM Incorrect E. distance =
½(1,210) + 3×(0)
2,200
=
605 + 0
2,200
=
605
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c w
c w
100
2
+ +
+ w
c +
c w
2,222
3
+ w
+ w
c +
c +
2,678
TOTAL = 5,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and W
A. distance =
½(2,222) + 3×(100)
5,000
=
1,111 + 300
5,000
=
1,411
5,000
= 0.2822 = 28.22 cM Correct B. distance =
½(100) + 3×(0)
5,000
=
50 + 0
5,000
=
50
5,000
= 0.0100 = 1 cM Incorrect C. distance =
½(2,678) + 3×(100)
5,000
=
1,339 + 300
5,000
=
1,639
5,000
= 0.3278 = 32.78 cM Incorrect D. distance =
½(2,222 + 2,678) + 3×(100)
5,000
=
2,450 + 300
5,000
=
2,750
5,000
= 0.5500 = 55 cM Incorrect E. distance =
½(2,222) + 3×(0)
5,000
=
1,111 + 0
5,000
=
1,111
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f j
f j
4,563
2
+ +
+ j
f +
f j
3,306
3
+ j
+ j
f +
f +
131
TOTAL = 8,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and J
A. distance =
½(4,563) + 3×(0)
8,000
=
2281.5 + 0
8,000
=
2281.5
8,000
= 0.2852 = 28.52 cM Incorrect B. distance =
½(4,563) + 3×(131)
8,000
=
2281.5 + 393
8,000
=
2674.5
8,000
= 0.3343 = 33.43 cM Incorrect C. distance =
½(3,306 + 4,563) + 3×(131)
8,000
=
3934.5 + 393
8,000
=
4327.5
8,000
= 0.5409 = 54.09 cM Incorrect D. distance =
½(131) + 3×(0)
8,000
=
65.5 + 0
8,000
=
65.5
8,000
= 0.0082 = 0.82 cM Incorrect E. distance =
½(3,306) + 3×(131)
8,000
=
1,653 + 393
8,000
=
2,046
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h j
h j
86
2
+ +
+ j
h +
h j
2,720
3
+ j
+ j
h +
h +
4,794
TOTAL = 7,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and J
A. distance =
½(4,794) + 3×(0)
7,600
=
2,397 + 0
7,600
=
2,397
7,600
= 0.3154 = 31.54 cM Incorrect B. distance =
½(0) + 3×(86)
7,600
=
0 + 258
7,600
=
258
7,600
= 0.0339 = 3.39 cM Incorrect C. distance =
½(86) + 3×(0)
7,600
=
43 + 0
7,600
=
43
7,600
= 0.0057 = 0.57 cM Incorrect D. distance =
½(2,720 + 4,794) + 3×(86)
7,600
=
3,757 + 258
7,600
=
4,015
7,600
= 0.5283 = 52.83 cM Incorrect E. distance =
½(2,720) + 3×(86)
7,600
=
1,360 + 258
7,600
=
1,618
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
b y
b y
2,810
2
+ +
+ y
b +
b y
2,656
3
+ y
+ y
b +
b +
134
TOTAL = 5,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and Y
A. distance =
½(2,656) + 3×(134)
5,600
=
1,328 + 402
5,600
=
1,730
5,600
= 0.3089 = 30.89 cM Correct B. distance =
½(2,656) + 3×(0)
5,600
=
1,328 + 0
5,600
=
1,328
5,600
= 0.2371 = 23.71 cM Incorrect C. distance =
½(2,656 + 2,810) + 3×(134)
5,600
=
2,733 + 402
5,600
=
3,135
5,600
= 0.5598 = 55.98 cM Incorrect D. distance =
½(134) + 3×(0)
5,600
=
67 + 0
5,600
=
67
5,600
= 0.0120 = 1.20 cM Incorrect E. distance =
½(0) + 3×(134)
5,600
=
0 + 402
5,600
=
402
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d x
d x
4,276
2
+ +
+ x
d +
d x
3,380
3
+ x
+ x
d +
d +
144
TOTAL = 7,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and X
A. distance =
½(3,380) + 3×(144)
7,800
=
1,690 + 432
7,800
=
2,122
7,800
= 0.2721 = 27.21 cM Correct B. distance =
½(3,380 + 4,276) + 3×(144)
7,800
=
3,828 + 432
7,800
=
4,260
7,800
= 0.5462 = 54.62 cM Incorrect C. distance =
½(144) + 3×(144)
7,800
=
72 + 432
7,800
=
504
7,800
= 0.0646 = 6.46 cM Incorrect D. distance =
½(4,276) + 3×(144)
7,800
=
2,138 + 432
7,800
=
2,570
7,800
= 0.3295 = 32.95 cM Incorrect E. distance =
½(3,380) + 3×(0)
7,800
=
1,690 + 0
7,800
=
1,690
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
t w
t w
4,396
2
+ +
+ w
t +
t w
2,334
3
+ w
+ w
t +
t +
70
TOTAL = 6,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes T and W
A. distance =
½(4,396) + 3×(0)
6,800
=
2,198 + 0
6,800
=
2,198
6,800
= 0.3232 = 32.32 cM Incorrect B. distance =
½(2,334) + 3×(0)
6,800
=
1,167 + 0
6,800
=
1,167
6,800
= 0.1716 = 17.16 cM Incorrect C. distance =
½(2,334) + 3×(70)
6,800
=
1,167 + 210
6,800
=
1,377
6,800
= 0.2025 = 20.25 cM Correct D. distance =
½(2,334 + 4,396) + 3×(70)
6,800
=
3,365 + 210
6,800
=
3,575
6,800
= 0.5257 = 52.57 cM Incorrect E. distance =
½(0) + 3×(70)
6,800
=
0 + 210
6,800
=
210
6,800
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n t
n t
2,648
2
+ +
+ t
n +
n t
2,616
3
+ t
+ t
n +
n +
136
TOTAL = 5,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and T
A. distance =
½(136) + 3×(0)
5,400
=
68 + 0
5,400
=
68
5,400
= 0.0126 = 1.26 cM Incorrect B. distance =
½(136) + 3×(136)
5,400
=
68 + 408
5,400
=
476
5,400
= 0.0881 = 8.81 cM Incorrect C. distance =
½(0) + 3×(136)
5,400
=
0 + 408
5,400
=
408
5,400
= 0.0756 = 7.56 cM Incorrect D. distance =
½(2,616) + 3×(0)
5,400
=
1,308 + 0
5,400
=
1,308
5,400
= 0.2422 = 24.22 cM Incorrect E. distance =
½(2,616) + 3×(136)
5,400
=
1,308 + 408
5,400
=
1,716
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d m
d m
2,011
2
+ +
+ m
d +
d m
1,526
3
+ m
+ m
d +
d +
63
TOTAL = 3,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and M
A. distance =
½(1,526) + 3×(63)
3,600
=
763 + 189
3,600
=
952
3,600
= 0.2644 = 26.44 cM Correct B. distance =
½(63) + 3×(63)
3,600
=
31.5 + 189
3,600
=
220.5
3,600
= 0.0612 = 6.12 cM Incorrect C. distance =
½(1,526 + 2,011) + 3×(63)
3,600
=
1768.5 + 189
3,600
=
1957.5
3,600
= 0.5437 = 54.37 cM Incorrect D. distance =
½(0) + 3×(63)
3,600
=
0 + 189
3,600
=
189
3,600
= 0.0525 = 5.25 cM Incorrect E. distance =
½(1,526) + 3×(0)
3,600
=
763 + 0
3,600
=
763
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f x
f x
1,310
2
+ +
+ x
f +
f x
1,044
3
+ x
+ x
f +
f +
46
TOTAL = 2,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and X
A. distance =
½(46) + 3×(46)
2,400
=
23 + 138
2,400
=
161
2,400
= 0.0671 = 6.71 cM Incorrect B. distance =
½(0) + 3×(46)
2,400
=
0 + 138
2,400
=
138
2,400
= 0.0575 = 5.75 cM Incorrect C. distance =
½(1,044) + 3×(0)
2,400
=
522 + 0
2,400
=
522
2,400
= 0.2175 = 21.75 cM Incorrect D. distance =
½(46) + 3×(0)
2,400
=
23 + 0
2,400
=
23
2,400
= 0.0096 = 0.96 cM Incorrect E. distance =
½(1,044) + 3×(46)
2,400
=
522 + 138
2,400
=
660
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
p y
p y
39
2
+ +
+ y
p +
p y
988
3
+ y
+ y
p +
p +
1,373
TOTAL = 2,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and Y
A. distance =
½(39) + 3×(0)
2,400
=
19.5 + 0
2,400
=
19.5
2,400
= 0.0081 = 0.81 cM Incorrect B. distance =
½(39) + 3×(39)
2,400
=
19.5 + 117
2,400
=
136.5
2,400
= 0.0569 = 5.69 cM Incorrect C. distance =
½(1,373) + 3×(0)
2,400
=
686.5 + 0
2,400
=
686.5
2,400
= 0.2860 = 28.60 cM Incorrect D. distance =
½(988) + 3×(39)
2,400
=
494 + 117
2,400
=
611
2,400
= 0.2546 = 25.46 cM Correct E. distance =
½(0) + 3×(39)
2,400
=
0 + 117
2,400
=
117
2,400
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h n
h n
150
2
+ +
+ n
h +
h n
3,082
3
+ n
+ n
h +
h +
3,368
TOTAL = 6,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and N
A. distance =
½(150) + 3×(0)
6,600
=
75 + 0
6,600
=
75
6,600
= 0.0114 = 1.14 cM Incorrect B. distance =
½(3,082) + 3×(150)
6,600
=
1,541 + 450
6,600
=
1,991
6,600
= 0.3017 = 30.17 cM Correct C. distance =
½(3,368) + 3×(0)
6,600
=
1,684 + 0
6,600
=
1,684
6,600
= 0.2552 = 25.52 cM Incorrect D. distance =
½(0) + 3×(150)
6,600
=
0 + 450
6,600
=
450
6,600
= 0.0682 = 6.82 cM Incorrect E. distance =
½(3,082 + 3,368) + 3×(150)
6,600
=
3,225 + 450
6,600
=
3,675
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a r
a r
5,120
2
+ +
+ r
a +
a r
3,358
3
+ r
+ r
a +
a +
122
TOTAL = 8,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and R
A. distance =
½(3,358 + 5,120) + 3×(122)
8,600
=
4,239 + 366
8,600
=
4,605
8,600
= 0.5355 = 53.55 cM Incorrect B. distance =
½(122) + 3×(122)
8,600
=
61 + 366
8,600
=
427
8,600
= 0.0497 = 4.97 cM Incorrect C. distance =
½(5,120) + 3×(122)
8,600
=
2,560 + 366
8,600
=
2,926
8,600
= 0.3402 = 34.02 cM Incorrect D. distance =
½(3,358) + 3×(122)
8,600
=
1,679 + 366
8,600
=
2,045
8,600
= 0.2378 = 23.78 cM Correct E. distance =
½(122) + 3×(0)
8,600
=
61 + 0
8,600
=
61
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n x
n x
5,112
2
+ +
+ x
n +
n x
3,366
3
+ x
+ x
n +
n +
122
TOTAL = 8,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and X
A. distance =
½(3,366) + 3×(122)
8,600
=
1,683 + 366
8,600
=
2,049
8,600
= 0.2383 = 23.83 cM Correct B. distance =
½(5,112) + 3×(0)
8,600
=
2,556 + 0
8,600
=
2,556
8,600
= 0.2972 = 29.72 cM Incorrect C. distance =
½(122) + 3×(122)
8,600
=
61 + 366
8,600
=
427
8,600
= 0.0497 = 4.97 cM Incorrect D. distance =
½(3,366) + 3×(0)
8,600
=
1,683 + 0
8,600
=
1,683
8,600
= 0.1957 = 19.57 cM Incorrect E. distance =
½(0) + 3×(122)
8,600
=
0 + 366
8,600
=
366
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h w
h w
3,123
2
+ +
+ w
h +
h w
2,748
3
+ w
+ w
h +
h +
129
TOTAL = 6,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and W
A. distance =
½(3,123) + 3×(0)
6,000
=
1561.5 + 0
6,000
=
1561.5
6,000
= 0.2602 = 26.02 cM Incorrect B. distance =
½(3,123) + 3×(129)
6,000
=
1561.5 + 387
6,000
=
1948.5
6,000
= 0.3247 = 32.48 cM Incorrect C. distance =
½(0) + 3×(129)
6,000
=
0 + 387
6,000
=
387
6,000
= 0.0645 = 6.45 cM Incorrect D. distance =
½(2,748) + 3×(129)
6,000
=
1,374 + 387
6,000
=
1,761
6,000
= 0.2935 = 29.35 cM Correct E. distance =
½(2,748 + 3,123) + 3×(129)
6,000
=
2935.5 + 387
6,000
=
3322.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
m w
m w
2,982
2
+ +
+ w
m +
m w
2,688
3
+ w
+ w
m +
m +
130
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and W
A. distance =
½(2,982) + 3×(0)
5,800
=
1,491 + 0
5,800
=
1,491
5,800
= 0.2571 = 25.71 cM Incorrect B. distance =
½(130) + 3×(130)
5,800
=
65 + 390
5,800
=
455
5,800
= 0.0784 = 7.84 cM Incorrect C. distance =
½(0) + 3×(130)
5,800
=
0 + 390
5,800
=
390
5,800
= 0.0672 = 6.72 cM Incorrect D. distance =
½(2,688) + 3×(130)
5,800
=
1,344 + 390
5,800
=
1,734
5,800
= 0.2990 = 29.90 cM Correct E. distance =
½(2,982) + 3×(130)
5,800
=
1,491 + 390
5,800
=
1,881
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h y
h y
4,755
2
+ +
+ y
h +
h y
2,944
3
+ y
+ y
h +
h +
101
TOTAL = 7,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and Y
A. distance =
½(101) + 3×(101)
7,800
=
50.5 + 303
7,800
=
353.5
7,800
= 0.0453 = 4.53 cM Incorrect B. distance =
½(4,755) + 3×(0)
7,800
=
2377.5 + 0
7,800
=
2377.5
7,800
= 0.3048 = 30.48 cM Incorrect C. distance =
½(2,944) + 3×(101)
7,800
=
1,472 + 303
7,800
=
1,775
7,800
= 0.2276 = 22.76 cM Correct D. distance =
½(2,944 + 4,755) + 3×(101)
7,800
=
3849.5 + 303
7,800
=
4152.5
7,800
= 0.5324 = 53.24 cM Incorrect E. distance =
½(0) + 3×(101)
7,800
=
0 + 303
7,800
=
303
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d m
d m
112
2
+ +
+ m
d +
d m
2,554
3
+ m
+ m
d +
d +
3,134
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and M
A. distance =
½(112) + 3×(112)
5,800
=
56 + 336
5,800
=
392
5,800
= 0.0676 = 6.76 cM Incorrect B. distance =
½(2,554) + 3×(0)
5,800
=
1,277 + 0
5,800
=
1,277
5,800
= 0.2202 = 22.02 cM Incorrect C. distance =
½(3,134) + 3×(112)
5,800
=
1,567 + 336
5,800
=
1,903
5,800
= 0.3281 = 32.81 cM Incorrect D. distance =
½(2,554) + 3×(112)
5,800
=
1,277 + 336
5,800
=
1,613
5,800
= 0.2781 = 27.81 cM Correct E. distance =
½(2,554 + 3,134) + 3×(112)
5,800
=
2,844 + 336
5,800
=
3,180
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
f w
f w
93
2
+ +
+ w
f +
f w
2,528
3
+ w
+ w
f +
f +
3,779
TOTAL = 6,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and W
A. distance =
½(3,779) + 3×(0)
6,400
=
1889.5 + 0
6,400
=
1889.5
6,400
= 0.2952 = 29.52 cM Incorrect B. distance =
½(0) + 3×(93)
6,400
=
0 + 279
6,400
=
279
6,400
= 0.0436 = 4.36 cM Incorrect C. distance =
½(2,528 + 3,779) + 3×(93)
6,400
=
3153.5 + 279
6,400
=
3432.5
6,400
= 0.5363 = 53.63 cM Incorrect D. distance =
½(93) + 3×(93)
6,400
=
46.5 + 279
6,400
=
325.5
6,400
= 0.0509 = 5.09 cM Incorrect E. distance =
½(2,528) + 3×(93)
6,400
=
1,264 + 279
6,400
=
1,543
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
e n
e n
5,118
2
+ +
+ n
e +
e n
2,986
3
+ n
+ n
e +
e +
96
TOTAL = 8,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and N
A. distance =
½(2,986 + 5,118) + 3×(96)
8,200
=
4,052 + 288
8,200
=
4,340
8,200
= 0.5293 = 52.93 cM Incorrect B. distance =
½(96) + 3×(96)
8,200
=
48 + 288
8,200
=
336
8,200
= 0.0410 = 4.10 cM Incorrect C. distance =
½(96) + 3×(0)
8,200
=
48 + 0
8,200
=
48
8,200
= 0.0059 = 0.59 cM Incorrect D. distance =
½(0) + 3×(96)
8,200
=
0 + 288
8,200
=
288
8,200
= 0.0351 = 3.51 cM Incorrect E. distance =
½(2,986) + 3×(96)
8,200
=
1,493 + 288
8,200
=
1,781
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
h w
h w
52
2
+ +
+ w
h +
h w
1,318
3
+ w
+ w
h +
h +
1,830
TOTAL = 3,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and W
A. distance =
½(1,318) + 3×(52)
3,200
=
659 + 156
3,200
=
815
3,200
= 0.2547 = 25.47 cM Correct B. distance =
½(1,318) + 3×(0)
3,200
=
659 + 0
3,200
=
659
3,200
= 0.2059 = 20.59 cM Incorrect C. distance =
½(1,830) + 3×(0)
3,200
=
915 + 0
3,200
=
915
3,200
= 0.2859 = 28.59 cM Incorrect D. distance =
½(52) + 3×(52)
3,200
=
26 + 156
3,200
=
182
3,200
= 0.0569 = 5.69 cM Incorrect E. distance =
½(0) + 3×(52)
3,200
=
0 + 156
3,200
=
156
3,200
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a r
a r
2,903
2
+ +
+ r
a +
a r
2,206
3
+ r
+ r
a +
a +
91
TOTAL = 5,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and R
A. distance =
½(2,206 + 2,903) + 3×(91)
5,200
=
2554.5 + 273
5,200
=
2827.5
5,200
= 0.5437 = 54.37 cM Incorrect B. distance =
½(91) + 3×(0)
5,200
=
45.5 + 0
5,200
=
45.5
5,200
= 0.0088 = 0.88 cM Incorrect C. distance =
½(2,903) + 3×(0)
5,200
=
1451.5 + 0
5,200
=
1451.5
5,200
= 0.2791 = 27.91 cM Incorrect D. distance =
½(2,206) + 3×(91)
5,200
=
1,103 + 273
5,200
=
1,376
5,200
= 0.2646 = 26.46 cM Correct E. distance =
½(0) + 3×(91)
5,200
=
0 + 273
5,200
=
273
5,200
= 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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a f
a f
4,318
2
+ +
+ f
a +
a f
2,596
3
+ f
+ f
a +
a +
86
TOTAL = 7,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and F
A. distance =
½(4,318) + 3×(86)
7,000
=
2,159 + 258
7,000
=
2,417
7,000
= 0.3453 = 34.53 cM Incorrect B. distance =
½(0) + 3×(86)
7,000
=
0 + 258
7,000
=
258
7,000
= 0.0369 = 3.69 cM Incorrect C. distance =
½(86) + 3×(0)
7,000
=
43 + 0
7,000
=
43
7,000
= 0.0061 = 0.61 cM Incorrect D. distance =
½(2,596) + 3×(0)
7,000
=
1,298 + 0
7,000
=
1,298
7,000
= 0.1854 = 18.54 cM Incorrect E. distance =
½(2,596) + 3×(86)
7,000
=
1,298 + 258
7,000
=
1,556
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
d t
d t
77
2
+ +
+ t
d +
d t
2,206
3
+ t
+ t
d +
d +
3,517
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and T
A. distance =
½(77) + 3×(77)
5,800
=
38.5 + 231
5,800
=
269.5
5,800
= 0.0465 = 4.65 cM Incorrect B. distance =
½(0) + 3×(77)
5,800
=
0 + 231
5,800
=
231
5,800
= 0.0398 = 3.98 cM Incorrect C. distance =
½(77) + 3×(0)
5,800
=
38.5 + 0
5,800
=
38.5
5,800
= 0.0066 = 0.66 cM Incorrect D. distance =
½(2,206) + 3×(77)
5,800
=
1,103 + 231
5,800
=
1,334
5,800
= 0.2300 = 23 cM Correct E. distance =
½(3,517) + 3×(0)
5,800
=
1758.5 + 0
5,800
=
1758.5
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
n p
n p
3,764
2
+ +
+ p
n +
n p
1,978
3
+ p
+ p
n +
n +
58
TOTAL = 5,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and P
A. distance =
½(3,764) + 3×(58)
5,800
=
1,882 + 174
5,800
=
2,056
5,800
= 0.3545 = 35.45 cM Incorrect B. distance =
½(58) + 3×(0)
5,800
=
29 + 0
5,800
=
29
5,800
= 0.0050 = 0.50 cM Incorrect C. distance =
½(1,978 + 3,764) + 3×(58)
5,800
=
2,871 + 174
5,800
=
3,045
5,800
= 0.5250 = 52.50 cM Incorrect D. distance =
½(1,978) + 3×(0)
5,800
=
989 + 0
5,800
=
989
5,800
= 0.1705 = 17.05 cM Incorrect E. distance =
½(1,978) + 3×(58)
5,800
=
989 + 174
5,800
=
1,163
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
a h
a h
108
2
+ +
+ h
a +
a h
3,342
3
+ h
+ h
a +
a +
5,750
TOTAL = 9,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and H
A. distance =
½(5,750) + 3×(108)
9,200
=
2,875 + 324
9,200
=
3,199
9,200
= 0.3477 = 34.77 cM Incorrect B. distance =
½(3,342) + 3×(108)
9,200
=
1,671 + 324
9,200
=
1,995
9,200
= 0.2168 = 21.68 cM Correct C. distance =
½(3,342) + 3×(0)
9,200
=
1,671 + 0
9,200
=
1,671
9,200
= 0.1816 = 18.16 cM Incorrect D. distance =
½(0) + 3×(108)
9,200
=
0 + 324
9,200
=
324
9,200
= 0.0352 = 3.52 cM Incorrect E. distance =
½(108) + 3×(0)
9,200
=
54 + 0
9,200
=
54
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
m x
m x
166
2
+ +
+ x
m +
m x
3,254
3
+ x
+ x
m +
m +
3,380
TOTAL = 6,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and X
A. distance =
½(3,380) + 3×(166)
6,800
=
1,690 + 498
6,800
=
2,188
6,800
= 0.3218 = 32.18 cM Incorrect B. distance =
½(0) + 3×(166)
6,800
=
0 + 498
6,800
=
498
6,800
= 0.0732 = 7.32 cM Incorrect C. distance =
½(3,380) + 3×(0)
6,800
=
1,690 + 0
6,800
=
1,690
6,800
= 0.2485 = 24.85 cM Incorrect D. distance =
½(3,254 + 3,380) + 3×(166)
6,800
=
3,317 + 498
6,800
=
3,815
6,800
= 0.5610 = 56.10 cM Incorrect E. distance =
½(3,254) + 3×(166)
6,800
=
1,627 + 498
6,800
=
2,125
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
r w
r w
34
2
+ +
+ w
r +
r w
1,066
3
+ w
+ w
r +
r +
1,900
TOTAL = 3,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and W
A. distance =
½(34) + 3×(34)
3,000
=
17 + 102
3,000
=
119
3,000
= 0.0397 = 3.97 cM Incorrect B. distance =
½(34) + 3×(0)
3,000
=
17 + 0
3,000
=
17
3,000
= 0.0057 = 0.57 cM Incorrect C. distance =
½(1,066) + 3×(34)
3,000
=
533 + 102
3,000
=
635
3,000
= 0.2117 = 21.17 cM Correct D. distance =
½(0) + 3×(34)
3,000
=
0 + 102
3,000
=
102
3,000
= 0.0340 = 3.40 cM Incorrect E. distance =
½(1,066 + 1,900) + 3×(34)
3,000
=
1,483 + 102
3,000
=
1,585
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

Set # Tetrad Genotypes Progeny
Count
1
+ +
+ +
c y
c y
2,182
2
+ +
+ y
c +
c y
1,182
3
+ y
+ y
c +
c +
36
TOTAL = 3,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and Y
A. distance =
½(1,182) + 3×(36)
3,400
=
591 + 108
3,400
=
699
3,400
= 0.2056 = 20.56 cM Correct B. distance =
½(2,182) + 3×(36)
3,400
=
1,091 + 108
3,400
=
1,199
3,400
= 0.3526 = 35.26 cM Incorrect C. distance =
½(36) + 3×(0)
3,400
=
18 + 0
3,400
=
18
3,400
= 0.0053 = 0.53 cM Incorrect D. distance =
½(36) + 3×(36)
3,400
=
18 + 108
3,400
=
126
3,400
= 0.0371 = 3.71 cM Incorrect E. distance =
½(0) + 3×(36)
3,400
=
0 + 108
3,400
=
108
3,400
= 0.0318 = 3.18 cM Incorrect