MC

fcc1_0d68

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a e t
a e t
241
2
+ + t
+ + t
a e +
a e +
14,462
3
+ + t
+ e +
a + t
a e +
5,874
4
+ + t
+ e t
a + +
a e +
7,716
5
+ e +
+ e +
a + t
a + t
226
6
+ e t
+ e t
a + +
a + +
401
TOTAL = 28,920

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and T
distance =
½(5,874) + 3×(226 + 241)
28,920
=
2,937 + 1,401
28,920
=
4,338
28,920
= 0.1500 = 15 cM Incorrect distance =
½(5,874) + 3×(226)
28,920
=
2,937 + 678
28,920
=
3,615
28,920
= 0.1250 = 12.50 cM Incorrect distance =
½(5,874 + 7,716) + 3×(226 + 401)
28,920
=
6,795 + 1,881
28,920
=
8,676
28,920
= 0.3000 = 30 cM Incorrect distance =
½(7,716) + 3×(401)
28,920
=
3,858 + 1,203
28,920
=
5,061
28,920
= 0.1750 = 17.50 cM Incorrect distance =
½(7,716) + 3×(241 + 401)
28,920
=
3,858 + 1,926
28,920
=
5,784
28,920
= 0.2000 = 20 cM Correct MC

b3d2_28d8

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f j n
f j n
166
2
+ + +
+ + n
f j +
f j n
2,244
3
+ + n
+ + n
f j +
f j +
3,565
4
+ + n
+ j +
f + n
f j +
1,902
5
+ j +
+ j +
f + n
f + n
115
6
+ j n
+ j n
f + +
f + +
108
TOTAL = 8,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and N
distance =
½(1,902 + 2,244) + 3×(108 + 115 + 166)
8,100
=
2,073 + 1,167
8,100
=
3,240
8,100
= 0.4000 = 40 cM Incorrect distance =
½(1,902) + 3×(115)
8,100
=
951 + 345
8,100
=
1,296
8,100
= 0.1600 = 16 cM Incorrect distance =
½(2,244) + 3×(108 + 166)
8,100
=
1,122 + 822
8,100
=
1,944
8,100
= 0.2400 = 24 cM Correct distance =
½(1,902 + 2,244) + 3×(115 + 166)
8,100
=
2,073 + 843
8,100
=
2,916
8,100
= 0.3600 = 36 cM Incorrect distance =
½(2,244) + 3×(166)
8,100
=
1,122 + 498
8,100
=
1,620
8,100
= 0.2000 = 20 cM Incorrect MC

5aeb_0d66

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d p r
d p r
78
2
+ + r
+ + r
d p +
d p +
11,467
3
+ + r
+ p +
d + r
d p +
3,762
4
+ + r
+ p r
d + +
d p +
7,656
5
+ p +
+ p +
d + r
d + r
75
6
+ p r
+ p r
d + +
d + +
362
TOTAL = 23,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and P
distance =
½(3,762 + 7,656) + 3×(75 + 362)
23,400
=
5,709 + 1,311
23,400
=
7,020
23,400
= 0.3000 = 30 cM Correct distance =
½(7,656) + 3×(362)
23,400
=
3,828 + 1,086
23,400
=
4,914
23,400
= 0.2100 = 21 cM Incorrect distance =
½(3,762) + 3×(75 + 78)
23,400
=
1,881 + 459
23,400
=
2,340
23,400
= 0.1000 = 10 cM Incorrect distance =
½(3,762) + 3×(75)
23,400
=
1,881 + 225
23,400
=
2,106
23,400
= 0.0900 = 9 cM Incorrect distance =
½(3,762 + 7,656) + 3×(75 + 78 + 362)
23,400
=
5,709 + 1,545
23,400
=
7,254
23,400
= 0.3100 = 31 cM Incorrect MC

0b77_0f5b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b m w
b m w
103
2
+ + +
+ + w
b m +
b m w
1,596
3
+ + w
+ + w
b m +
b m +
2,831
4
+ + w
+ m w
b + +
b m +
1,452
5
+ m +
+ m +
b + w
b + w
82
6
+ m w
+ m w
b + +
b + +
86
TOTAL = 6,150

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and M
distance =
½(1,452) + 3×(82 + 86)
6,150
=
726 + 504
6,150
=
1,230
6,150
= 0.2000 = 20 cM Correct distance =
½(1,452 + 1,596) + 3×(82 + 86 + 103)
6,150
=
1,524 + 813
6,150
=
2,337
6,150
= 0.3800 = 38 cM Incorrect distance =
½(1,452 + 1,596) + 3×(86 + 103)
6,150
=
1,524 + 567
6,150
=
2,091
6,150
= 0.3400 = 34 cM Incorrect distance =
½(1,596) + 3×(103)
6,150
=
798 + 309
6,150
=
1,107
6,150
= 0.1800 = 18 cM Incorrect distance =
½(1,452) + 3×(86)
6,150
=
726 + 258
6,150
=
984
6,150
= 0.1600 = 16 cM Incorrect MC

1066_03a2

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f m w
f m w
335
2
+ + +
+ m w
f + +
f m w
4,920
3
+ + w
+ + w
f m +
f m +
474
4
+ + w
+ m w
f + +
f m +
5,670
5
+ m +
+ m +
f + w
f + w
231
6
+ m w
+ m w
f + +
f + +
8,170
TOTAL = 19,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and M
distance =
½(4,920 + 5,670) + 3×(335 + 474)
19,800
=
5,295 + 2,427
19,800
=
7,722
19,800
= 0.3900 = 39 cM Correct distance =
½(4,920) + 3×(231 + 335)
19,800
=
2,460 + 1,698
19,800
=
4,158
19,800
= 0.2100 = 21 cM Incorrect distance =
½(5,670) + 3×(231 + 474)
19,800
=
2,835 + 2,115
19,800
=
4,950
19,800
= 0.2500 = 25 cM Incorrect distance =
½(5,670) + 3×(474)
19,800
=
2,835 + 1,422
19,800
=
4,257
19,800
= 0.2150 = 21.50 cM Incorrect distance =
½(4,920 + 5,670) + 3×(231 + 335 + 474)
19,800
=
5,295 + 3,120
19,800
=
8,415
19,800
= 0.4250 = 42.50 cM Incorrect MC

19bd_7b82

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j k w
j k w
77
2
+ + +
+ k w
j + +
j k w
3,924
3
+ + w
+ + w
j k +
j k +
129
4
+ k +
+ k +
j + w
j + w
310
5
+ k +
+ k w
j + +
j + w
7,686
6
+ k w
+ k w
j + +
j + +
13,674
TOTAL = 25,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and K
distance =
½(3,924) + 3×(77 + 129)
25,800
=
1,962 + 618
25,800
=
2,580
25,800
= 0.1000 = 10 cM Correct distance =
½(3,924 + 7,686) + 3×(129)
25,800
=
5,805 + 387
25,800
=
6,192
25,800
= 0.2400 = 24 cM Incorrect distance =
½(3,924 + 7,686) + 3×(77 + 310)
25,800
=
5,805 + 1,161
25,800
=
6,966
25,800
= 0.2700 = 27 cM Incorrect distance =
½(7,686) + 3×(310)
25,800
=
3,843 + 930
25,800
=
4,773
25,800
= 0.1850 = 18.50 cM Incorrect distance =
½(7,686) + 3×(129 + 310)
25,800
=
3,843 + 1,317
25,800
=
5,160
25,800
= 0.2000 = 20 cM Incorrect MC

291b_7888

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e f h
e f h
41
2
+ + h
+ + h
e f +
e f +
43
3
+ + h
+ f h
e + +
e f +
2,940
4
+ f +
+ f +
e + h
e + h
88
5
+ f +
+ f h
e + +
e + h
4,146
6
+ f h
+ f h
e + +
e + +
17,342
TOTAL = 24,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and F
distance =
½(4,146) + 3×(41 + 88)
24,600
=
2,073 + 387
24,600
=
2,460
24,600
= 0.1000 = 10 cM Incorrect distance =
½(2,940) + 3×(43)
24,600
=
1,470 + 129
24,600
=
1,599
24,600
= 0.0650 = 6.50 cM Incorrect distance =
½(4,146) + 3×(88)
24,600
=
2,073 + 264
24,600
=
2,337
24,600
= 0.0950 = 9.50 cM Incorrect distance =
½(2,940 + 4,146) + 3×(43 + 88)
24,600
=
3,543 + 393
24,600
=
3,936
24,600
= 0.1600 = 16 cM Incorrect distance =
½(2,940) + 3×(41 + 43)
24,600
=
1,470 + 252
24,600
=
1,722
24,600
= 0.0700 = 7 cM Correct MC

1d32_3316

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f h
a f h
162
2
+ + h
+ + h
a f +
a f +
6,642
3
+ + h
+ f +
a + h
a f +
3,990
4
+ + h
+ f h
a + +
a f +
4,758
5
+ f +
+ f +
a + h
a + h
253
6
+ f h
+ f h
a + +
a + +
395
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and H
distance =
½(4,758) + 3×(162 + 395)
16,200
=
2,379 + 1,671
16,200
=
4,050
16,200
= 0.2500 = 25 cM Correct distance =
½(4,758) + 3×(395)
16,200
=
2,379 + 1,185
16,200
=
3,564
16,200
= 0.2200 = 22 cM Incorrect distance =
½(3,990 + 4,758) + 3×(162 + 253 + 395)
16,200
=
4,374 + 2,430
16,200
=
6,804
16,200
= 0.4200 = 42 cM Incorrect distance =
½(3,990) + 3×(162 + 253)
16,200
=
1,995 + 1,245
16,200
=
3,240
16,200
= 0.2000 = 20 cM Incorrect distance =
½(3,990 + 4,758) + 3×(162)
16,200
=
4,374 + 486
16,200
=
4,860
16,200
= 0.3000 = 30 cM Incorrect MC

b70c_03a1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
n x y
n x y
16
2
+ + +
+ x y
n + +
n x y
1,596
3
+ + y
+ + y
n x +
n x +
134
4
+ + y
+ x y
n + +
n x +
4,554
5
+ x +
+ x +
n + y
n + y
47
6
+ x y
+ x y
n + +
n + +
7,753
TOTAL = 14,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes X and Y
distance =
½(4,554) + 3×(47 + 134)
14,100
=
2,277 + 543
14,100
=
2,820
14,100
= 0.2000 = 20 cM Correct distance =
½(1,596) + 3×(16)
14,100
=
798 + 48
14,100
=
846
14,100
= 0.0600 = 6 cM Incorrect distance =
½(1,596 + 4,554) + 3×(16 + 47 + 134)
14,100
=
3,075 + 591
14,100
=
3,666
14,100
= 0.2600 = 26 cM Incorrect distance =
½(1,596) + 3×(16 + 47)
14,100
=
798 + 189
14,100
=
987
14,100
= 0.0700 = 7 cM Incorrect distance =
½(1,596 + 4,554) + 3×(16 + 134)
14,100
=
3,075 + 450
14,100
=
3,525
14,100
= 0.2500 = 25 cM Incorrect MC

7138_e03c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b e p
b e p
80
2
+ + +
+ + p
b e +
b e p
3,390
3
+ + p
+ + p
b e +
b e +
4,725
4
+ + p
+ e +
b + p
b e +
786
5
+ e +
+ e +
b + p
b + p
4
6
+ e p
+ e p
b + +
b + +
15
TOTAL = 9,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and P
distance =
½(786 + 3,390) + 3×(15)
9,000
=
2,088 + 45
9,000
=
2,133
9,000
= 0.2370 = 23.70 cM Incorrect distance =
½(786 + 3,390) + 3×(4 + 15 + 80)
9,000
=
2,088 + 297
9,000
=
2,385
9,000
= 0.2650 = 26.50 cM Incorrect distance =
½(786 + 3,390) + 3×(4 + 80)
9,000
=
2,088 + 252
9,000
=
2,340
9,000
= 0.2600 = 26 cM Correct distance =
½(786) + 3×(4 + 15)
9,000
=
393 + 57
9,000
=
450
9,000
= 0.0500 = 5 cM Incorrect distance =
½(3,390) + 3×(15 + 80)
9,000
=
1,695 + 285
9,000
=
1,980
9,000
= 0.2200 = 22 cM Incorrect MC

0eda_1970

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f k
a f k
63
2
+ + +
+ f +
a + k
a f k
972
3
+ + k
+ + k
a f +
a f +
52
4
+ + k
+ f +
a + k
a f +
888
5
+ f +
+ f +
a + k
a + k
1,725
6
+ f k
+ f k
a + +
a + +
50
TOTAL = 3,750

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and K
distance =
½(972) + 3×(63)
3,750
=
486 + 189
3,750
=
675
3,750
= 0.1800 = 18 cM Incorrect distance =
½(888) + 3×(50 + 52)
3,750
=
444 + 306
3,750
=
750
3,750
= 0.2000 = 20 cM Correct distance =
½(888 + 972) + 3×(50 + 52 + 63)
3,750
=
930 + 495
3,750
=
1,425
3,750
= 0.3800 = 38 cM Incorrect distance =
½(888 + 972) + 3×(52 + 63)
3,750
=
930 + 345
3,750
=
1,275
3,750
= 0.3400 = 34 cM Incorrect distance =
½(972) + 3×(50 + 63)
3,750
=
486 + 339
3,750
=
825
3,750
= 0.2200 = 22 cM Incorrect MC

4c7d_1430

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c h m
c h m
42
2
+ + m
+ + m
c h +
c h +
17,390
3
+ + m
+ h +
c + m
c h +
3,408
4
+ + m
+ h m
c + +
c h +
4,200
5
+ h +
+ h +
c + m
c + m
62
6
+ h m
+ h m
c + +
c + +
98
TOTAL = 25,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and M
distance =
½(4,200) + 3×(42 + 98)
25,200
=
2,100 + 420
25,200
=
2,520
25,200
= 0.1000 = 10 cM Incorrect distance =
½(3,408 + 4,200) + 3×(62 + 98)
25,200
=
3,804 + 480
25,200
=
4,284
25,200
= 0.1700 = 17 cM Incorrect distance =
½(3,408) + 3×(42 + 62)
25,200
=
1,704 + 312
25,200
=
2,016
25,200
= 0.0800 = 8 cM Correct distance =
½(4,200) + 3×(98)
25,200
=
2,100 + 294
25,200
=
2,394
25,200
= 0.0950 = 9.50 cM Incorrect distance =
½(3,408 + 4,200) + 3×(42 + 62 + 98)
25,200
=
3,804 + 606
25,200
=
4,410
25,200
= 0.1750 = 17.50 cM Incorrect MC

5f91_5d47

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a n y
a n y
102
2
+ + y
+ + y
a n +
a n +
9,588
3
+ + y
+ n +
a + y
a n +
2,484
4
+ + y
+ n y
a + +
a n +
7,920
5
+ n +
+ n +
a + y
a + y
28
6
+ n y
+ n y
a + +
a + +
278
TOTAL = 20,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and Y
distance =
½(2,484 + 7,920) + 3×(28 + 278)
20,400
=
5,202 + 918
20,400
=
6,120
20,400
= 0.3000 = 30 cM Incorrect distance =
½(2,484 + 7,920) + 3×(102)
20,400
=
5,202 + 306
20,400
=
5,508
20,400
= 0.2700 = 27 cM Incorrect distance =
½(7,920) + 3×(102 + 278)
20,400
=
3,960 + 1,140
20,400
=
5,100
20,400
= 0.2500 = 25 cM Incorrect distance =
½(2,484) + 3×(28 + 102)
20,400
=
1,242 + 390
20,400
=
1,632
20,400
= 0.0800 = 8 cM Correct distance =
½(2,484) + 3×(28)
20,400
=
1,242 + 84
20,400
=
1,326
20,400
= 0.0650 = 6.50 cM Incorrect MC

3e46_265c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f r w
f r w
195
2
+ + +
+ r w
f + +
f r w
3,870
3
+ + w
+ + w
f r +
f r +
240
4
+ r +
+ r +
f + w
f + w
375
5
+ r +
+ r w
f + +
f + w
5,310
6
+ r w
+ r w
f + +
f + +
8,010
TOTAL = 18,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and W
distance =
½(3,870) + 3×(195)
18,000
=
1,935 + 585
18,000
=
2,520
18,000
= 0.1400 = 14 cM Incorrect distance =
½(3,870 + 5,310) + 3×(195 + 375)
18,000
=
4,590 + 1,710
18,000
=
6,300
18,000
= 0.3500 = 35 cM Correct distance =
½(5,310) + 3×(240 + 375)
18,000
=
2,655 + 1,845
18,000
=
4,500
18,000
= 0.2500 = 25 cM Incorrect distance =
½(3,870 + 5,310) + 3×(195 + 240 + 375)
18,000
=
4,590 + 2,430
18,000
=
7,020
18,000
= 0.3900 = 39 cM Incorrect distance =
½(3,870) + 3×(375)
18,000
=
1,935 + 1,125
18,000
=
3,060
18,000
= 0.1700 = 17 cM Incorrect MC

b481_e255

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
r t x
r t x
78
2
+ + x
+ + x
r t +
r t +
7,330
3
+ + x
+ t +
r + x
r t +
2,388
4
+ + x
+ t x
r + +
r t +
5,508
5
+ t +
+ t +
r + x
r + x
44
6
+ t x
+ t x
r + +
r + +
252
TOTAL = 15,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and T
distance =
½(5,508) + 3×(78 + 252)
15,600
=
2,754 + 990
15,600
=
3,744
15,600
= 0.2400 = 24 cM Incorrect distance =
½(2,388) + 3×(44 + 78)
15,600
=
1,194 + 366
15,600
=
1,560
15,600
= 0.1000 = 10 cM Incorrect distance =
½(5,508) + 3×(44 + 78)
15,600
=
2,754 + 366
15,600
=
3,120
15,600
= 0.2000 = 20 cM Incorrect distance =
½(2,388 + 5,508) + 3×(44 + 252)
15,600
=
3,948 + 888
15,600
=
4,836
15,600
= 0.3100 = 31 cM Correct distance =
½(2,388) + 3×(78 + 252)
15,600
=
1,194 + 990
15,600
=
2,184
15,600
= 0.1400 = 14 cM Incorrect MC

9282_ca27

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b f y
b f y
72
2
+ + y
+ + y
b f +
b f +
84
3
+ + y
+ f +
b + y
b f +
1,176
4
+ f +
+ f +
b + y
b + y
2,040
5
+ f +
+ f y
b + +
b + y
1,320
6
+ f y
+ f y
b + +
b + +
108
TOTAL = 4,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and Y
distance =
½(1,320) + 3×(72 + 108)
4,800
=
660 + 540
4,800
=
1,200
4,800
= 0.2500 = 25 cM Incorrect distance =
½(1,176 + 1,320) + 3×(84 + 108)
4,800
=
1,248 + 576
4,800
=
1,824
4,800
= 0.3800 = 38 cM Correct distance =
½(1,320) + 3×(72 + 84)
4,800
=
660 + 468
4,800
=
1,128
4,800
= 0.2350 = 23.50 cM Incorrect distance =
½(1,176) + 3×(72 + 84)
4,800
=
588 + 468
4,800
=
1,056
4,800
= 0.2200 = 22 cM Incorrect distance =
½(1,320) + 3×(84)
4,800
=
660 + 252
4,800
=
912
4,800
= 0.1900 = 19 cM Incorrect MC

0247_68c0

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k m x
k m x
279
2
+ + +
+ m +
k + x
k m x
6,474
3
+ + x
+ + x
k m +
k m +
97
4
+ m +
+ m +
k + x
k + x
13,677
5
+ m +
+ m x
k + +
k + x
8,076
6
+ m x
+ m x
k + +
k + +
497
TOTAL = 29,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and X
distance =
½(8,076) + 3×(497)
29,100
=
4,038 + 1,491
29,100
=
5,529
29,100
= 0.1900 = 19 cM Incorrect distance =
½(6,474) + 3×(279)
29,100
=
3,237 + 837
29,100
=
4,074
29,100
= 0.1400 = 14 cM Incorrect distance =
½(6,474) + 3×(97 + 279)
29,100
=
3,237 + 1,128
29,100
=
4,365
29,100
= 0.1500 = 15 cM Incorrect distance =
½(6,474 + 8,076) + 3×(97)
29,100
=
7,275 + 291
29,100
=
7,566
29,100
= 0.2600 = 26 cM Incorrect distance =
½(8,076) + 3×(97 + 497)
29,100
=
4,038 + 1,782
29,100
=
5,820
29,100
= 0.2000 = 20 cM Correct MC

ac02_c67c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f j k
f j k
252
2
+ + +
+ + k
f j +
f j k
6,258
3
+ + k
+ + k
f j +
f j +
11,130
4
+ + k
+ j k
f + +
f j +
3,192
5
+ j +
+ j +
f + k
f + k
105
6
+ j k
+ j k
f + +
f + +
63
TOTAL = 21,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and K
distance =
½(6,258) + 3×(105)
21,000
=
3,129 + 315
21,000
=
3,444
21,000
= 0.1640 = 16.40 cM Incorrect distance =
½(6,258) + 3×(105 + 252)
21,000
=
3,129 + 1,071
21,000
=
4,200
21,000
= 0.2000 = 20 cM Correct distance =
½(3,192 + 6,258) + 3×(105)
21,000
=
4,725 + 315
21,000
=
5,040
21,000
= 0.2400 = 24 cM Incorrect distance =
½(3,192 + 6,258) + 3×(63 + 252)
21,000
=
4,725 + 945
21,000
=
5,670
21,000
= 0.2700 = 27 cM Incorrect distance =
½(3,192) + 3×(63 + 105)
21,000
=
1,596 + 504
21,000
=
2,100
21,000
= 0.1000 = 10 cM Incorrect MC

086e_c541

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
p t w
p t w
27
2
+ + w
+ + w
p t +
p t +
44
3
+ + w
+ t +
p + w
p t +
1,518
4
+ t +
+ t +
p + w
p + w
4,048
5
+ t +
+ t w
p + +
p + w
2,340
6
+ t w
+ t w
p + +
p + +
123
TOTAL = 8,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and T
distance =
½(1,518 + 2,340) + 3×(44 + 123)
8,100
=
1,929 + 501
8,100
=
2,430
8,100
= 0.3000 = 30 cM Incorrect distance =
½(2,340) + 3×(27 + 123)
8,100
=
1,170 + 450
8,100
=
1,620
8,100
= 0.2000 = 20 cM Incorrect distance =
½(2,340) + 3×(123)
8,100
=
1,170 + 369
8,100
=
1,539
8,100
= 0.1900 = 19 cM Incorrect distance =
½(1,518) + 3×(27 + 44)
8,100
=
759 + 213
8,100
=
972
8,100
= 0.1200 = 12 cM Correct distance =
½(1,518) + 3×(44)
8,100
=
759 + 132
8,100
=
891
8,100
= 0.1100 = 11 cM Incorrect MC

bd4d_86a8

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b c r
b c r
66
2
+ + r
+ + r
b c +
b c +
18
3
+ + r
+ c +
b + r
b c +
1,608
4
+ c +
+ c +
b + r
b + r
6,204
5
+ c +
+ c r
b + +
b + r
5,124
6
+ c r
+ c r
b + +
b + +
180
TOTAL = 13,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and C
distance =
½(5,124) + 3×(66 + 180)
13,200
=
2,562 + 738
13,200
=
3,300
13,200
= 0.2500 = 25 cM Incorrect distance =
½(1,608 + 5,124) + 3×(18 + 180)
13,200
=
3,366 + 594
13,200
=
3,960
13,200
= 0.3000 = 30 cM Incorrect distance =
½(5,124) + 3×(180)
13,200
=
2,562 + 540
13,200
=
3,102
13,200
= 0.2350 = 23.50 cM Incorrect distance =
½(1,608) + 3×(18 + 66)
13,200
=
804 + 252
13,200
=
1,056
13,200
= 0.0800 = 8 cM Correct distance =
½(1,608 + 5,124) + 3×(66)
13,200
=
3,366 + 198
13,200
=
3,564
13,200
= 0.2700 = 27 cM Incorrect MC

ab9b_1cd7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d e t
d e t
265
2
+ + +
+ e +
d + t
d e t
3,306
3
+ + t
+ + t
d e +
d e +
109
4
+ + t
+ e +
d + t
d e +
2,406
5
+ e +
+ e +
d + t
d + t
4,080
6
+ e t
+ e t
d + +
d + +
34
TOTAL = 10,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and T
distance =
½(3,306) + 3×(265)
10,200
=
1,653 + 795
10,200
=
2,448
10,200
= 0.2400 = 24 cM Incorrect distance =
½(2,406) + 3×(109)
10,200
=
1,203 + 327
10,200
=
1,530
10,200
= 0.1500 = 15 cM Incorrect distance =
½(2,406 + 3,306) + 3×(34)
10,200
=
2,856 + 102
10,200
=
2,958
10,200
= 0.2900 = 29 cM Incorrect distance =
½(2,406 + 3,306) + 3×(34 + 109 + 265)
10,200
=
2,856 + 1,224
10,200
=
4,080
10,200
= 0.4000 = 40 cM Incorrect distance =
½(2,406) + 3×(34 + 109)
10,200
=
1,203 + 429
10,200
=
1,632
10,200
= 0.1600 = 16 cM Correct MC

1baf_19b9

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f h x
f h x
42
2
+ + +
+ h x
f + +
f h x
3,570
3
+ + x
+ + x
f h +
f h +
413
4
+ + x
+ h x
f + +
f h +
10,626
5
+ h +
+ h +
f + x
f + x
91
6
+ h x
+ h x
f + +
f + +
12,558
TOTAL = 27,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and X
distance =
½(3,570 + 10,626) + 3×(42 + 413)
27,300
=
7,098 + 1,365
27,300
=
8,463
27,300
= 0.3100 = 31 cM Incorrect distance =
½(3,570 + 10,626) + 3×(91)
27,300
=
7,098 + 273
27,300
=
7,371
27,300
= 0.2700 = 27 cM Incorrect distance =
½(3,570) + 3×(42 + 91)
27,300
=
1,785 + 399
27,300
=
2,184
27,300
= 0.0800 = 8 cM Incorrect distance =
½(10,626) + 3×(91 + 413)
27,300
=
5,313 + 1,512
27,300
=
6,825
27,300
= 0.2500 = 25 cM Correct distance =
½(3,570 + 10,626) + 3×(42 + 91 + 413)
27,300
=
7,098 + 1,638
27,300
=
8,736
27,300
= 0.3200 = 32 cM Incorrect MC

a4d9_a407

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a m x
a m x
79
2
+ + +
+ m +
a + x
a m x
2,430
3
+ + x
+ + x
a m +
a m +
132
4
+ m +
+ m +
a + x
a + x
6,006
5
+ m +
+ m x
a + +
a + x
4,302
6
+ m x
+ m x
a + +
a + +
251
TOTAL = 13,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and X
distance =
½(4,302) + 3×(251)
13,200
=
2,151 + 753
13,200
=
2,904
13,200
= 0.2200 = 22 cM Incorrect distance =
½(2,430) + 3×(79 + 132)
13,200
=
1,215 + 633
13,200
=
1,848
13,200
= 0.1400 = 14 cM Incorrect distance =
½(2,430) + 3×(79)
13,200
=
1,215 + 237
13,200
=
1,452
13,200
= 0.1100 = 11 cM Incorrect distance =
½(2,430 + 4,302) + 3×(79 + 251)
13,200
=
3,366 + 990
13,200
=
4,356
13,200
= 0.3300 = 33 cM Correct distance =
½(4,302) + 3×(132 + 251)
13,200
=
2,151 + 1,149
13,200
=
3,300
13,200
= 0.2500 = 25 cM Incorrect MC

7262_7dbe

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e k m
e k m
5
2
+ + +
+ k m
e + +
e k m
1,050
3
+ + m
+ + m
e k +
e k +
112
4
+ + m
+ k m
e + +
e k +
5,538
5
+ k +
+ k +
e + m
e + m
45
6
+ k m
+ k m
e + +
e + +
6,750
TOTAL = 13,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and K
distance =
½(5,538) + 3×(45 + 112)
13,500
=
2,769 + 471
13,500
=
3,240
13,500
= 0.2400 = 24 cM Incorrect distance =
½(1,050) + 3×(5 + 45)
13,500
=
525 + 150
13,500
=
675
13,500
= 0.0500 = 5 cM Incorrect distance =
½(1,050) + 3×(5)
13,500
=
525 + 15
13,500
=
540
13,500
= 0.0400 = 4 cM Incorrect distance =
½(1,050 + 5,538) + 3×(5 + 112)
13,500
=
3,294 + 351
13,500
=
3,645
13,500
= 0.2700 = 27 cM Correct distance =
½(5,538) + 3×(112)
13,500
=
2,769 + 336
13,500
=
3,105
13,500
= 0.2300 = 23 cM Incorrect MC

6a61_235e

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k n
f k n
103
2
+ + +
+ + n
f k +
f k n
2,484
3
+ + n
+ + n
f k +
f k +
3,055
4
+ + n
+ k +
f + n
f k +
912
5
+ k +
+ k +
f + n
f + n
13
6
+ k n
+ k n
f + +
f + +
33
TOTAL = 6,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and N
distance =
½(2,484) + 3×(103)
6,600
=
1,242 + 309
6,600
=
1,551
6,600
= 0.2350 = 23.50 cM Incorrect distance =
½(912 + 2,484) + 3×(13 + 103)
6,600
=
1,698 + 348
6,600
=
2,046
6,600
= 0.3100 = 31 cM Correct distance =
½(912 + 2,484) + 3×(13 + 33 + 103)
6,600
=
1,698 + 447
6,600
=
2,145
6,600
= 0.3250 = 32.50 cM Incorrect distance =
½(912) + 3×(13 + 33)
6,600
=
456 + 138
6,600
=
594
6,600
= 0.0900 = 9 cM Incorrect distance =
½(2,484) + 3×(33 + 103)
6,600
=
1,242 + 408
6,600
=
1,650
6,600
= 0.2500 = 25 cM Incorrect MC

caf5_0ae7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j k y
j k y
37
2
+ + +
+ k +
j + y
j k y
2,022
3
+ + y
+ + y
j k +
j k +
66
4
+ k +
+ k +
j + y
j + y
6,205
5
+ k +
+ k y
j + +
j + y
4,656
6
+ k y
+ k y
j + +
j + +
214
TOTAL = 13,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and K
distance =
½(4,656) + 3×(66 + 214)
13,200
=
2,328 + 840
13,200
=
3,168
13,200
= 0.2400 = 24 cM Incorrect distance =
½(4,656) + 3×(214)
13,200
=
2,328 + 642
13,200
=
2,970
13,200
= 0.2250 = 22.50 cM Incorrect distance =
½(2,022) + 3×(37)
13,200
=
1,011 + 111
13,200
=
1,122
13,200
= 0.0850 = 8.50 cM Incorrect distance =
½(2,022 + 4,656) + 3×(37 + 214)
13,200
=
3,339 + 753
13,200
=
4,092
13,200
= 0.3100 = 31 cM Incorrect distance =
½(2,022) + 3×(37 + 66)
13,200
=
1,011 + 309
13,200
=
1,320
13,200
= 0.1000 = 10 cM Correct MC

e836_ffae

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j t x
j t x
21
2
+ + x
+ + x
j t +
j t +
8,822
3
+ + x
+ t +
j + x
j t +
1,086
4
+ + x
+ t x
j + +
j t +
2,616
5
+ t +
+ t +
j + x
j + x
8
6
+ t x
+ t x
j + +
j + +
47
TOTAL = 12,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and T
distance =
½(1,086) + 3×(8 + 21)
12,600
=
543 + 87
12,600
=
630
12,600
= 0.0500 = 5 cM Incorrect distance =
½(2,616) + 3×(21 + 47)
12,600
=
1,308 + 204
12,600
=
1,512
12,600
= 0.1200 = 12 cM Incorrect distance =
½(1,086 + 2,616) + 3×(8 + 47)
12,600
=
1,851 + 165
12,600
=
2,016
12,600
= 0.1600 = 16 cM Correct distance =
½(1,086 + 2,616) + 3×(8 + 21 + 47)
12,600
=
1,851 + 228
12,600
=
2,079
12,600
= 0.1650 = 16.50 cM Incorrect distance =
½(1,086) + 3×(8)
12,600
=
543 + 24
12,600
=
567
12,600
= 0.0450 = 4.50 cM Incorrect MC

20e0_49c4

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d m y
d m y
48
2
+ + +
+ m +
d + y
d m y
2,862
3
+ + y
+ + y
d m +
d m +
10
4
+ + y
+ m +
d + y
d m +
1,290
5
+ m +
+ m +
d + y
d + y
10,765
6
+ m y
+ m y
d + +
d + +
25
TOTAL = 15,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and Y
distance =
½(1,290 + 2,862) + 3×(10 + 48)
15,000
=
2,076 + 174
15,000
=
2,250
15,000
= 0.1500 = 15 cM Incorrect distance =
½(2,862) + 3×(10 + 25 + 48)
15,000
=
1,431 + 249
15,000
=
1,680
15,000
= 0.1120 = 11.20 cM Incorrect distance =
½(1,290) + 3×(10 + 25)
15,000
=
645 + 105
15,000
=
750
15,000
= 0.0500 = 5 cM Correct distance =
½(2,862) + 3×(48)
15,000
=
1,431 + 144
15,000
=
1,575
15,000
= 0.1050 = 10.50 cM Incorrect distance =
½(2,862) + 3×(25 + 48)
15,000
=
1,431 + 219
15,000
=
1,650
15,000
= 0.1100 = 11 cM Incorrect MC

449c_10ac

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k w
f k w
46
2
+ + +
+ + w
f k +
f k w
3,030
3
+ + w
+ + w
f k +
f k +
7,522
4
+ + w
+ k w
f + +
f k +
780
5
+ k +
+ k +
f + w
f + w
19
6
+ k w
+ k w
f + +
f + +
3
TOTAL = 11,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and K
distance =
½(3,030) + 3×(19 + 46)
11,400
=
1,515 + 195
11,400
=
1,710
11,400
= 0.1500 = 15 cM Incorrect distance =
½(3,030) + 3×(46)
11,400
=
1,515 + 138
11,400
=
1,653
11,400
= 0.1450 = 14.50 cM Incorrect distance =
½(780) + 3×(3)
11,400
=
390 + 9
11,400
=
399
11,400
= 0.0350 = 3.50 cM Incorrect distance =
½(780 + 3,030) + 3×(3 + 46)
11,400
=
1,905 + 147
11,400
=
2,052
11,400
= 0.1800 = 18 cM Incorrect distance =
½(780) + 3×(3 + 19)
11,400
=
390 + 66
11,400
=
456
11,400
= 0.0400 = 4 cM Correct MC

cc76_f4d6

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b e x
b e x
87
2
+ + x
+ + x
b e +
b e +
48
3
+ + x
+ e +
b + x
b e +
2,670
4
+ e +
+ e +
b + x
b + x
7,917
5
+ e +
+ e x
b + +
b + x
6,378
6
+ e x
+ e x
b + +
b + +
300
TOTAL = 17,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
distance =
½(6,378) + 3×(87 + 300)
17,400
=
3,189 + 1,161
17,400
=
4,350
17,400
= 0.2500 = 25 cM Incorrect distance =
½(2,670) + 3×(48)
17,400
=
1,335 + 144
17,400
=
1,479
17,400
= 0.0850 = 8.50 cM Incorrect distance =
½(2,670) + 3×(48 + 87)
17,400
=
1,335 + 405
17,400
=
1,740
17,400
= 0.1000 = 10 cM Incorrect distance =
½(2,670 + 6,378) + 3×(48 + 87 + 300)
17,400
=
4,524 + 1,305
17,400
=
5,829
17,400
= 0.3350 = 33.50 cM Incorrect distance =
½(2,670 + 6,378) + 3×(48 + 300)
17,400
=
4,524 + 1,044
17,400
=
5,568
17,400
= 0.3200 = 32 cM Correct MC

09cc_af81

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c e k
c e k
517
2
+ + +
+ e +
c + k
c e k
6,186
3
+ + k
+ + k
c e +
c e +
365
4
+ + k
+ e +
c + k
c e +
5,370
5
+ e +
+ e +
c + k
c + k
8,910
6
+ e k
+ e k
c + +
c + +
252
TOTAL = 21,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and K
distance =
½(5,370) + 3×(365)
21,600
=
2,685 + 1,095
21,600
=
3,780
21,600
= 0.1750 = 17.50 cM Incorrect distance =
½(6,186) + 3×(517)
21,600
=
3,093 + 1,551
21,600
=
4,644
21,600
= 0.2150 = 21.50 cM Incorrect distance =
½(6,186) + 3×(252 + 517)
21,600
=
3,093 + 2,307
21,600
=
5,400
21,600
= 0.2500 = 25 cM Incorrect distance =
½(5,370 + 6,186) + 3×(365 + 517)
21,600
=
5,778 + 2,646
21,600
=
8,424
21,600
= 0.3900 = 39 cM Incorrect distance =
½(5,370) + 3×(252 + 365)
21,600
=
2,685 + 1,851
21,600
=
4,536
21,600
= 0.2100 = 21 cM Correct MC

2c0e_eb9f

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a h w
a h w
316
2
+ + +
+ h w
a + +
a h w
4,836
3
+ + w
+ + w
a h +
a h +
306
4
+ h +
+ h +
a + w
a + w
449
5
+ h +
+ h w
a + +
a + w
5,670
6
+ h w
+ h w
a + +
a + +
8,823
TOTAL = 20,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and H
distance =
½(4,836 + 5,670) + 3×(316 + 449)
20,400
=
5,253 + 2,295
20,400
=
7,548
20,400
= 0.3700 = 37 cM Incorrect distance =
½(4,836) + 3×(306 + 316)
20,400
=
2,418 + 1,866
20,400
=
4,284
20,400
= 0.2100 = 21 cM Correct distance =
½(4,836 + 5,670) + 3×(306 + 316 + 449)
20,400
=
5,253 + 3,213
20,400
=
8,466
20,400
= 0.4150 = 41.50 cM Incorrect distance =
½(4,836) + 3×(316)
20,400
=
2,418 + 948
20,400
=
3,366
20,400
= 0.1650 = 16.50 cM Incorrect distance =
½(5,670) + 3×(306 + 449)
20,400
=
2,835 + 2,265
20,400
=
5,100
20,400
= 0.2500 = 25 cM Incorrect MC

ccd5_d107

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k n w
k n w
60
2
+ + w
+ + w
k n +
k n +
2,880
3
+ + w
+ n +
k + w
k n +
1,380
4
+ + w
+ n w
k + +
k n +
1,524
5
+ n +
+ n +
k + w
k + w
70
6
+ n w
+ n w
k + +
k + +
86
TOTAL = 6,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and W
distance =
½(1,380) + 3×(60 + 70)
6,000
=
690 + 390
6,000
=
1,080
6,000
= 0.1800 = 18 cM Correct distance =
½(1,380 + 1,524) + 3×(70 + 86)
6,000
=
1,452 + 468
6,000
=
1,920
6,000
= 0.3200 = 32 cM Incorrect distance =
½(1,524) + 3×(86)
6,000
=
762 + 258
6,000
=
1,020
6,000
= 0.1700 = 17 cM Incorrect distance =
½(1,380) + 3×(70)
6,000
=
690 + 210
6,000
=
900
6,000
= 0.1500 = 15 cM Incorrect distance =
½(1,380 + 1,524) + 3×(60 + 70 + 86)
6,000
=
1,452 + 648
6,000
=
2,100
6,000
= 0.3500 = 35 cM Incorrect MC

0882_8996

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m n p
m n p
123
2
+ + p
+ + p
m n +
m n +
11,808
3
+ + p
+ n +
m + p
m n +
5,316
4
+ + p
+ n p
m + +
m n +
6,738
5
+ n +
+ n +
m + p
m + p
221
6
+ n p
+ n p
m + +
m + +
394
TOTAL = 24,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and P
distance =
½(5,316 + 6,738) + 3×(123)
24,600
=
6,027 + 369
24,600
=
6,396
24,600
= 0.2600 = 26 cM Incorrect distance =
½(6,738) + 3×(123 + 394)
24,600
=
3,369 + 1,551
24,600
=
4,920
24,600
= 0.2000 = 20 cM Incorrect distance =
½(5,316 + 6,738) + 3×(123 + 221 + 394)
24,600
=
6,027 + 2,214
24,600
=
8,241
24,600
= 0.3350 = 33.50 cM Incorrect distance =
½(5,316) + 3×(123 + 221)
24,600
=
2,658 + 1,032
24,600
=
3,690
24,600
= 0.1500 = 15 cM Correct distance =
½(5,316 + 6,738) + 3×(221 + 394)
24,600
=
6,027 + 1,845
24,600
=
7,872
24,600
= 0.3200 = 32 cM Incorrect MC

466f_79f2

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j m p
j m p
19
2
+ + p
+ + p
j m +
j m +
10
3
+ + p
+ m p
j + +
j m +
1,194
4
+ m +
+ m +
j + p
j + p
108
5
+ m +
+ m p
j + +
j + p
3,798
6
+ m p
+ m p
j + +
j + +
6,271
TOTAL = 11,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and P
distance =
½(1,194) + 3×(10 + 19)
11,400
=
597 + 87
11,400
=
684
11,400
= 0.0600 = 6 cM Incorrect distance =
½(3,798) + 3×(19 + 108)
11,400
=
1,899 + 381
11,400
=
2,280
11,400
= 0.2000 = 20 cM Incorrect distance =
½(1,194 + 3,798) + 3×(10 + 108)
11,400
=
2,496 + 354
11,400
=
2,850
11,400
= 0.2500 = 25 cM Correct distance =
½(1,194) + 3×(10)
11,400
=
597 + 30
11,400
=
627
11,400
= 0.0550 = 5.50 cM Incorrect distance =
½(1,194 + 3,798) + 3×(10 + 19 + 108)
11,400
=
2,496 + 411
11,400
=
2,907
11,400
= 0.2550 = 25.50 cM Incorrect MC

6875_e115

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d e f
d e f
291
2
+ + +
+ + f
d e +
d e f
5,844
3
+ + f
+ + f
d e +
d e +
7,590
4
+ + f
+ e +
d + f
d e +
2,670
5
+ e +
+ e +
d + f
d + f
50
6
+ e f
+ e f
d + +
d + +
55
TOTAL = 16,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and F
distance =
½(5,844) + 3×(291)
16,500
=
2,922 + 873
16,500
=
3,795
16,500
= 0.2300 = 23 cM Incorrect distance =
½(2,670 + 5,844) + 3×(50 + 291)
16,500
=
4,257 + 1,023
16,500
=
5,280
16,500
= 0.3200 = 32 cM Correct distance =
½(2,670) + 3×(50 + 55)
16,500
=
1,335 + 315
16,500
=
1,650
16,500
= 0.1000 = 10 cM Incorrect distance =
½(2,670) + 3×(50)
16,500
=
1,335 + 150
16,500
=
1,485
16,500
= 0.0900 = 9 cM Incorrect distance =
½(2,670 + 5,844) + 3×(50 + 55 + 291)
16,500
=
4,257 + 1,188
16,500
=
5,445
16,500
= 0.3300 = 33 cM Incorrect MC

1c87_88e1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e w x
e w x
90
2
+ + x
+ + x
e w +
e w +
86
3
+ + x
+ w +
e + x
e w +
4,344
4
+ w +
+ w +
e + x
e + x
13,230
5
+ w +
+ w x
e + +
e + x
8,832
6
+ w x
+ w x
e + +
e + +
418
TOTAL = 27,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and W
distance =
½(4,344 + 8,832) + 3×(86 + 90 + 418)
27,000
=
6,588 + 1,782
27,000
=
8,370
27,000
= 0.3100 = 31 cM Incorrect distance =
½(4,344) + 3×(86 + 90)
27,000
=
2,172 + 528
27,000
=
2,700
27,000
= 0.1000 = 10 cM Correct distance =
½(8,832) + 3×(418)
27,000
=
4,416 + 1,254
27,000
=
5,670
27,000
= 0.2100 = 21 cM Incorrect distance =
½(4,344 + 8,832) + 3×(86 + 418)
27,000
=
6,588 + 1,512
27,000
=
8,100
27,000
= 0.3000 = 30 cM Incorrect distance =
½(8,832) + 3×(90 + 418)
27,000
=
4,416 + 1,524
27,000
=
5,940
27,000
= 0.2200 = 22 cM Incorrect MC

df2c_b0ef

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
w x y
w x y
68
2
+ + y
+ + y
w x +
w x +
4,669
3
+ + y
+ x +
w + y
w x +
1,626
4
+ + y
+ x y
w + +
w x +
3,624
5
+ x +
+ x +
w + y
w + y
35
6
+ x y
+ x y
w + +
w + +
178
TOTAL = 10,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes X and Y
distance =
½(1,626) + 3×(35)
10,200
=
813 + 105
10,200
=
918
10,200
= 0.0900 = 9 cM Incorrect distance =
½(3,624) + 3×(68 + 178)
10,200
=
1,812 + 738
10,200
=
2,550
10,200
= 0.2500 = 25 cM Correct distance =
½(3,624) + 3×(178)
10,200
=
1,812 + 534
10,200
=
2,346
10,200
= 0.2300 = 23 cM Incorrect distance =
½(1,626 + 3,624) + 3×(35 + 68 + 178)
10,200
=
2,625 + 843
10,200
=
3,468
10,200
= 0.3400 = 34 cM Incorrect distance =
½(1,626) + 3×(35 + 68)
10,200
=
813 + 309
10,200
=
1,122
10,200
= 0.1100 = 11 cM Incorrect MC

b5a7_6e0a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m n r
m n r
54
2
+ + +
+ n +
m + r
m n r
2,016
3
+ + r
+ + r
m n +
m n +
78
4
+ n +
+ n +
m + r
m + r
6,085
5
+ n +
+ n r
m + +
m + r
3,318
6
+ n r
+ n r
m + +
m + +
149
TOTAL = 11,700

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and N
distance =
½(3,318) + 3×(78 + 149)
11,700
=
1,659 + 681
11,700
=
2,340
11,700
= 0.2000 = 20 cM Incorrect distance =
½(3,318) + 3×(149)
11,700
=
1,659 + 447
11,700
=
2,106
11,700
= 0.1800 = 18 cM Incorrect distance =
½(2,016 + 3,318) + 3×(54 + 149)
11,700
=
2,667 + 609
11,700
=
3,276
11,700
= 0.2800 = 28 cM Incorrect distance =
½(2,016) + 3×(54 + 78)
11,700
=
1,008 + 396
11,700
=
1,404
11,700
= 0.1200 = 12 cM Correct distance =
½(2,016) + 3×(54)
11,700
=
1,008 + 162
11,700
=
1,170
11,700
= 0.1000 = 10 cM Incorrect MC

d410_1614

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c x y
c x y
94
2
+ + +
+ x +
c + y
c x y
1,326
3
+ + y
+ + y
c x +
c x +
49
4
+ + y
+ x +
c + y
c x +
966
5
+ x +
+ x +
c + y
c + y
2,005
6
+ x y
+ x y
c + +
c + +
60
TOTAL = 4,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and X
distance =
½(966 + 1,326) + 3×(49 + 60 + 94)
4,500
=
1,146 + 609
4,500
=
1,755
4,500
= 0.3900 = 39 cM Incorrect distance =
½(966) + 3×(49)
4,500
=
483 + 147
4,500
=
630
4,500
= 0.1400 = 14 cM Incorrect distance =
½(1,326) + 3×(94)
4,500
=
663 + 282
4,500
=
945
4,500
= 0.2100 = 21 cM Incorrect distance =
½(966 + 1,326) + 3×(49 + 94)
4,500
=
1,146 + 429
4,500
=
1,575
4,500
= 0.3500 = 35 cM Correct distance =
½(1,326) + 3×(49 + 60)
4,500
=
663 + 327
4,500
=
990
4,500
= 0.2200 = 22 cM Incorrect MC

5d2d_0ec6

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b f m
b f m
24
2
+ + m
+ + m
b f +
b f +
6,912
3
+ + m
+ f +
b + m
b f +
990
4
+ + m
+ f m
b + +
b f +
6,354
5
+ f +
+ f +
b + m
b + m
3
6
+ f m
+ f m
b + +
b + +
117
TOTAL = 14,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and F
distance =
½(990 + 6,354) + 3×(24)
14,400
=
3,672 + 72
14,400
=
3,744
14,400
= 0.2600 = 26 cM Incorrect distance =
½(990 + 6,354) + 3×(3 + 117)
14,400
=
3,672 + 360
14,400
=
4,032
14,400
= 0.2800 = 28 cM Correct distance =
½(990) + 3×(3 + 24)
14,400
=
495 + 81
14,400
=
576
14,400
= 0.0400 = 4 cM Incorrect distance =
½(990 + 6,354) + 3×(3 + 24 + 117)
14,400
=
3,672 + 432
14,400
=
4,104
14,400
= 0.2850 = 28.50 cM Incorrect distance =
½(6,354) + 3×(24 + 117)
14,400
=
3,177 + 423
14,400
=
3,600
14,400
= 0.2500 = 25 cM Incorrect MC

d312_722b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b f p
b f p
351
2
+ + +
+ + p
b f +
b f p
6,636
3
+ + p
+ + p
b f +
b f +
8,326
4
+ + p
+ f +
b + p
b f +
3,126
5
+ f +
+ f +
b + p
b + p
68
6
+ f p
+ f p
b + +
b + +
93
TOTAL = 18,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and P
distance =
½(3,126 + 6,636) + 3×(68 + 93 + 351)
18,600
=
4,881 + 1,536
18,600
=
6,417
18,600
= 0.3450 = 34.50 cM Incorrect distance =
½(3,126) + 3×(68 + 93)
18,600
=
1,563 + 483
18,600
=
2,046
18,600
= 0.1100 = 11 cM Incorrect distance =
½(6,636) + 3×(93 + 351)
18,600
=
3,318 + 1,332
18,600
=
4,650
18,600
= 0.2500 = 25 cM Incorrect distance =
½(3,126 + 6,636) + 3×(68 + 351)
18,600
=
4,881 + 1,257
18,600
=
6,138
18,600
= 0.3300 = 33 cM Correct distance =
½(3,126) + 3×(68)
18,600
=
1,563 + 204
18,600
=
1,767
18,600
= 0.0950 = 9.50 cM Incorrect MC

f005_6b21

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b j p
b j p
232
2
+ + +
+ j +
b + p
b j p
4,440
3
+ + p
+ + p
b j +
b j +
114
4
+ + p
+ j +
b + p
b j +
3,204
5
+ j +
+ j +
b + p
b + p
8,102
6
+ j p
+ j p
b + +
b + +
108
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and J
distance =
½(4,440) + 3×(108 + 232)
16,200
=
2,220 + 1,020
16,200
=
3,240
16,200
= 0.2000 = 20 cM Incorrect distance =
½(3,204 + 4,440) + 3×(114 + 232)
16,200
=
3,822 + 1,038
16,200
=
4,860
16,200
= 0.3000 = 30 cM Correct distance =
½(3,204 + 4,440) + 3×(108 + 114 + 232)
16,200
=
3,822 + 1,362
16,200
=
5,184
16,200
= 0.3200 = 32 cM Incorrect distance =
½(4,440) + 3×(232)
16,200
=
2,220 + 696
16,200
=
2,916
16,200
= 0.1800 = 18 cM Incorrect distance =
½(3,204) + 3×(108 + 114)
16,200
=
1,602 + 666
16,200
=
2,268
16,200
= 0.1400 = 14 cM Incorrect MC

dab5_56bd

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c d r
c d r
210
2
+ + +
+ d r
c + +
c d r
3,948
3
+ + r
+ + r
c d +
c d +
140
4
+ d +
+ d +
c + r
c + r
406
5
+ d +
+ d r
c + +
c + r
5,124
6
+ d r
+ d r
c + +
c + +
6,972
TOTAL = 16,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and R
distance =
½(5,124) + 3×(140 + 406)
16,800
=
2,562 + 1,638
16,800
=
4,200
16,800
= 0.2500 = 25 cM Incorrect distance =
½(3,948) + 3×(210)
16,800
=
1,974 + 630
16,800
=
2,604
16,800
= 0.1550 = 15.50 cM Incorrect distance =
½(3,948 + 5,124) + 3×(210 + 406)
16,800
=
4,536 + 1,848
16,800
=
6,384
16,800
= 0.3800 = 38 cM Correct distance =
½(3,948) + 3×(140 + 210)
16,800
=
1,974 + 1,050
16,800
=
3,024
16,800
= 0.1800 = 18 cM Incorrect distance =
½(5,124) + 3×(210)
16,800
=
2,562 + 630
16,800
=
3,192
16,800
= 0.1900 = 19 cM Incorrect MC

8a13_aae8

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j w y
j w y
38
2
+ + y
+ + y
j w +
j w +
14
3
+ + y
+ w +
j + y
j w +
1,968
4
+ w +
+ w +
j + y
j + y
15,164
5
+ w +
+ w y
j + +
j + y
5,508
6
+ w y
+ w y
j + +
j + +
108
TOTAL = 22,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and Y
distance =
½(1,968 + 5,508) + 3×(14 + 38 + 108)
22,800
=
3,738 + 480
22,800
=
4,218
22,800
= 0.1850 = 18.50 cM Incorrect distance =
½(5,508) + 3×(38 + 108)
22,800
=
2,754 + 438
22,800
=
3,192
22,800
= 0.1400 = 14 cM Incorrect distance =
½(1,968) + 3×(14)
22,800
=
984 + 42
22,800
=
1,026
22,800
= 0.0450 = 4.50 cM Incorrect distance =
½(1,968) + 3×(14 + 38)
22,800
=
984 + 156
22,800
=
1,140
22,800
= 0.0500 = 5 cM Incorrect distance =
½(1,968 + 5,508) + 3×(14 + 108)
22,800
=
3,738 + 366
22,800
=
4,104
22,800
= 0.1800 = 18 cM Correct MC

598d_6ccc

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c h p
c h p
272
2
+ + +
+ + p
c h +
c h p
5,928
3
+ + p
+ + p
c h +
c h +
7,895
4
+ + p
+ h p
c + +
c h +
2,574
5
+ h +
+ h +
c + p
c + p
84
6
+ h p
+ h p
c + +
c + +
47
TOTAL = 16,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and H
distance =
½(2,574 + 5,928) + 3×(47 + 84 + 272)
16,800
=
4,251 + 1,209
16,800
=
5,460
16,800
= 0.3250 = 32.50 cM Incorrect distance =
½(5,928) + 3×(84 + 272)
16,800
=
2,964 + 1,068
16,800
=
4,032
16,800
= 0.2400 = 24 cM Incorrect distance =
½(2,574) + 3×(47 + 84)
16,800
=
1,287 + 393
16,800
=
1,680
16,800
= 0.1000 = 10 cM Correct distance =
½(2,574 + 5,928) + 3×(47 + 272)
16,800
=
4,251 + 957
16,800
=
5,208
16,800
= 0.3100 = 31 cM Incorrect distance =
½(5,928) + 3×(272)
16,800
=
2,964 + 816
16,800
=
3,780
16,800
= 0.2250 = 22.50 cM Incorrect MC

9783_e8f6

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f t y
f t y
405
2
+ + +
+ + y
f t +
f t y
11,094
3
+ + y
+ + y
f t +
f t +
12,627
4
+ + y
+ t +
f + y
f t +
3,396
5
+ t +
+ t +
f + y
f + y
32
6
+ t y
+ t y
f + +
f + +
46
TOTAL = 27,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and Y
distance =
½(3,396 + 11,094) + 3×(32 + 405)
27,600
=
7,245 + 1,311
27,600
=
8,556
27,600
= 0.3100 = 31 cM Correct distance =
½(11,094) + 3×(405)
27,600
=
5,547 + 1,215
27,600
=
6,762
27,600
= 0.2450 = 24.50 cM Incorrect distance =
½(11,094) + 3×(46 + 405)
27,600
=
5,547 + 1,353
27,600
=
6,900
27,600
= 0.2500 = 25 cM Incorrect distance =
½(3,396) + 3×(32 + 46)
27,600
=
1,698 + 234
27,600
=
1,932
27,600
= 0.0700 = 7 cM Incorrect distance =
½(3,396) + 3×(32)
27,600
=
1,698 + 96
27,600
=
1,794
27,600
= 0.0650 = 6.50 cM Incorrect MC

332b_df8d

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f x
a f x
26
2
+ + x
+ + x
a f +
a f +
3,120
3
+ + x
+ f +
a + x
a f +
1,842
4
+ + x
+ f x
a + +
a f +
2,526
5
+ f +
+ f +
a + x
a + x
83
6
+ f x
+ f x
a + +
a + +
203
TOTAL = 7,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and F
distance =
½(1,842) + 3×(83)
7,800
=
921 + 249
7,800
=
1,170
7,800
= 0.1500 = 15 cM Incorrect distance =
½(1,842 + 2,526) + 3×(83 + 203)
7,800
=
2,184 + 858
7,800
=
3,042
7,800
= 0.3900 = 39 cM Correct distance =
½(1,842 + 2,526) + 3×(26)
7,800
=
2,184 + 78
7,800
=
2,262
7,800
= 0.2900 = 29 cM Incorrect distance =
½(1,842 + 2,526) + 3×(26 + 83 + 203)
7,800
=
2,184 + 936
7,800
=
3,120
7,800
= 0.4000 = 40 cM Incorrect distance =
½(1,842) + 3×(26 + 83)
7,800
=
921 + 327
7,800
=
1,248
7,800
= 0.1600 = 16 cM Incorrect MC

9b10_c2b1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b p w
b p w
21
2
+ + w
+ + w
b p +
b p +
4
3
+ + w
+ p +
b + w
b p +
858
4
+ p +
+ p +
b + w
b + w
8,318
5
+ p +
+ p w
b + +
b + w
3,348
6
+ p w
+ p w
b + +
b + +
51
TOTAL = 12,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and P
distance =
½(858 + 3,348) + 3×(4 + 51)
12,600
=
2,103 + 165
12,600
=
2,268
12,600
= 0.1800 = 18 cM Incorrect distance =
½(858) + 3×(4 + 21)
12,600
=
429 + 75
12,600
=
504
12,600
= 0.0400 = 4 cM Correct distance =
½(858) + 3×(4)
12,600
=
429 + 12
12,600
=
441
12,600
= 0.0350 = 3.50 cM Incorrect distance =
½(3,348) + 3×(21 + 51)
12,600
=
1,674 + 216
12,600
=
1,890
12,600
= 0.1500 = 15 cM Incorrect distance =
½(858 + 3,348) + 3×(4 + 21 + 51)
12,600
=
2,103 + 228
12,600
=
2,331
12,600
= 0.1850 = 18.50 cM Incorrect MC

efef_6bac

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a h r
a h r
24
2
+ + r
+ + r
a h +
a h +
59
3
+ + r
+ h r
a + +
a h +
2,382
4
+ h +
+ h +
a + r
a + r
133
5
+ h +
+ h r
a + +
a + r
3,378
6
+ h r
+ h r
a + +
a + +
8,424
TOTAL = 14,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and R
distance =
½(2,382) + 3×(59)
14,400
=
1,191 + 177
14,400
=
1,368
14,400
= 0.0950 = 9.50 cM Incorrect distance =
½(2,382 + 3,378) + 3×(24)
14,400
=
2,880 + 72
14,400
=
2,952
14,400
= 0.2050 = 20.50 cM Incorrect distance =
½(2,382) + 3×(24 + 59)
14,400
=
1,191 + 249
14,400
=
1,440
14,400
= 0.1000 = 10 cM Incorrect distance =
½(3,378) + 3×(24 + 133)
14,400
=
1,689 + 471
14,400
=
2,160
14,400
= 0.1500 = 15 cM Incorrect distance =
½(2,382 + 3,378) + 3×(59 + 133)
14,400
=
2,880 + 576
14,400
=
3,456
14,400
= 0.2400 = 24 cM Correct MC

d833_db19

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b d m
b d m
54
2
+ + +
+ d +
b + m
b d m
1,416
3
+ + m
+ + m
b d +
b d +
58
4
+ d +
+ d +
b + m
b + m
3,045
5
+ d +
+ d m
b + +
b + m
2,238
6
+ d m
+ d m
b + +
b + +
149
TOTAL = 6,960

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and M
distance =
½(1,416 + 2,238) + 3×(54 + 149)
6,960
=
1,827 + 609
6,960
=
2,436
6,960
= 0.3500 = 35 cM Incorrect distance =
½(1,416) + 3×(54 + 58)
6,960
=
708 + 336
6,960
=
1,044
6,960
= 0.1500 = 15 cM Incorrect distance =
½(1,416) + 3×(54)
6,960
=
708 + 162
6,960
=
870
6,960
= 0.1250 = 12.50 cM Incorrect distance =
½(2,238) + 3×(58 + 149)
6,960
=
1,119 + 621
6,960
=
1,740
6,960
= 0.2500 = 25 cM Correct distance =
½(1,416 + 2,238) + 3×(54 + 58 + 149)
6,960
=
1,827 + 783
6,960
=
2,610
6,960
= 0.3750 = 37.50 cM Incorrect MC

2046_52de

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e j r
e j r
82
2
+ + +
+ + r
e j +
e j r
1,236
3
+ + r
+ + r
e j +
e j +
1,680
4
+ + r
+ j +
e + r
e j +
780
5
+ j +
+ j +
e + r
e + r
30
6
+ j r
+ j r
e + +
e + +
32
TOTAL = 3,840

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and R
distance =
½(1,236) + 3×(82)
3,840
=
618 + 246
3,840
=
864
3,840
= 0.2250 = 22.50 cM Incorrect distance =
½(1,236) + 3×(32 + 82)
3,840
=
618 + 342
3,840
=
960
3,840
= 0.2500 = 25 cM Correct distance =
½(780) + 3×(30 + 32)
3,840
=
390 + 186
3,840
=
576
3,840
= 0.1500 = 15 cM Incorrect distance =
½(780 + 1,236) + 3×(30 + 82)
3,840
=
1,008 + 336
3,840
=
1,344
3,840
= 0.3500 = 35 cM Incorrect distance =
½(780) + 3×(30)
3,840
=
390 + 90
3,840
=
480
3,840
= 0.1250 = 12.50 cM Incorrect MC

9d6b_8eca

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e m p
e m p
369
2
+ + +
+ + p
e m +
e m p
5,130
3
+ + p
+ + p
e m +
e m +
6,352
4
+ + p
+ m +
e + p
e m +
3,282
5
+ m +
+ m +
e + p
e + p
116
6
+ m p
+ m p
e + +
e + +
51
TOTAL = 15,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and P
distance =
½(3,282) + 3×(51 + 116)
15,300
=
1,641 + 501
15,300
=
2,142
15,300
= 0.1400 = 14 cM Incorrect distance =
½(3,282) + 3×(116)
15,300
=
1,641 + 348
15,300
=
1,989
15,300
= 0.1300 = 13 cM Incorrect distance =
½(5,130) + 3×(51 + 369)
15,300
=
2,565 + 1,260
15,300
=
3,825
15,300
= 0.2500 = 25 cM Correct distance =
½(5,130) + 3×(369)
15,300
=
2,565 + 1,107
15,300
=
3,672
15,300
= 0.2400 = 24 cM Incorrect distance =
½(3,282 + 5,130) + 3×(51 + 116 + 369)
15,300
=
4,206 + 1,608
15,300
=
5,814
15,300
= 0.3800 = 38 cM Incorrect MC

73fd_02c9

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a m r
a m r
207
2
+ + +
+ + r
a m +
a m r
8,820
3
+ + r
+ + r
a m +
a m +
12,283
4
+ + r
+ m r
a + +
a m +
2,040
5
+ m +
+ m +
a + r
a + r
39
6
+ m r
+ m r
a + +
a + +
11
TOTAL = 23,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and R
distance =
½(8,820) + 3×(207)
23,400
=
4,410 + 621
23,400
=
5,031
23,400
= 0.2150 = 21.50 cM Incorrect distance =
½(2,040) + 3×(11 + 39)
23,400
=
1,020 + 150
23,400
=
1,170
23,400
= 0.0500 = 5 cM Incorrect distance =
½(8,820) + 3×(39 + 207)
23,400
=
4,410 + 738
23,400
=
5,148
23,400
= 0.2200 = 22 cM Correct distance =
½(2,040 + 8,820) + 3×(11 + 39 + 207)
23,400
=
5,430 + 771
23,400
=
6,201
23,400
= 0.2650 = 26.50 cM Incorrect distance =
½(2,040 + 8,820) + 3×(11 + 207)
23,400
=
5,430 + 654
23,400
=
6,084
23,400
= 0.2600 = 26 cM Incorrect MC

d7e1_ffb3

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c w y
c w y
89
2
+ + +
+ w +
c + y
c w y
4,110
3
+ + y
+ + y
c w +
c w +
86
4
+ w +
+ w +
c + y
c + y
14,188
5
+ w +
+ w y
c + +
c + y
7,038
6
+ w y
+ w y
c + +
c + +
289
TOTAL = 25,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes W and Y
distance =
½(4,110 + 7,038) + 3×(89 + 289)
25,800
=
5,574 + 1,134
25,800
=
6,708
25,800
= 0.2600 = 26 cM Correct distance =
½(4,110) + 3×(89)
25,800
=
2,055 + 267
25,800
=
2,322
25,800
= 0.0900 = 9 cM Incorrect distance =
½(7,038) + 3×(86 + 289)
25,800
=
3,519 + 1,125
25,800
=
4,644
25,800
= 0.1800 = 18 cM Incorrect distance =
½(4,110 + 7,038) + 3×(86 + 89 + 289)
25,800
=
5,574 + 1,392
25,800
=
6,966
25,800
= 0.2700 = 27 cM Incorrect distance =
½(7,038) + 3×(289)
25,800
=
3,519 + 867
25,800
=
4,386
25,800
= 0.1700 = 17 cM Incorrect MC

8474_08a5

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c d m
c d m
117
2
+ + m
+ + m
c d +
c d +
33
3
+ + m
+ d +
c + m
c d +
2,844
4
+ d +
+ d +
c + m
c + m
10,998
5
+ d +
+ d m
c + +
c + m
9,090
6
+ d m
+ d m
c + +
c + +
318
TOTAL = 23,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and M
distance =
½(2,844) + 3×(33 + 117)
23,400
=
1,422 + 450
23,400
=
1,872
23,400
= 0.0800 = 8 cM Incorrect distance =
½(2,844 + 9,090) + 3×(117)
23,400
=
5,967 + 351
23,400
=
6,318
23,400
= 0.2700 = 27 cM Incorrect distance =
½(9,090) + 3×(318)
23,400
=
4,545 + 954
23,400
=
5,499
23,400
= 0.2350 = 23.50 cM Incorrect distance =
½(9,090) + 3×(117 + 318)
23,400
=
4,545 + 1,305
23,400
=
5,850
23,400
= 0.2500 = 25 cM Correct distance =
½(2,844 + 9,090) + 3×(33 + 318)
23,400
=
5,967 + 1,053
23,400
=
7,020
23,400
= 0.3000 = 30 cM Incorrect MC

5181_a85c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e k n
e k n
28
2
+ + +
+ k n
e + +
e k n
1,938
3
+ + n
+ + n
e k +
e k +
27
4
+ k +
+ k +
e + n
e + n
58
5
+ k +
+ k n
e + +
e + n
2,730
6
+ k n
+ k n
e + +
e + +
11,419
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and N
distance =
½(2,730) + 3×(58)
16,200
=
1,365 + 174
16,200
=
1,539
16,200
= 0.0950 = 9.50 cM Incorrect distance =
½(1,938) + 3×(27 + 28)
16,200
=
969 + 165
16,200
=
1,134
16,200
= 0.0700 = 7 cM Incorrect distance =
½(1,938 + 2,730) + 3×(28 + 58)
16,200
=
2,334 + 258
16,200
=
2,592
16,200
= 0.1600 = 16 cM Incorrect distance =
½(2,730) + 3×(27 + 58)
16,200
=
1,365 + 255
16,200
=
1,620
16,200
= 0.1000 = 10 cM Correct distance =
½(1,938 + 2,730) + 3×(27 + 28 + 58)
16,200
=
2,334 + 339
16,200
=
2,673
16,200
= 0.1650 = 16.50 cM Incorrect MC

5a61_7afd

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d j t
d j t
12
2
+ + t
+ + t
d j +
d j +
7
3
+ + t
+ j t
d + +
d j +
462
4
+ j +
+ j +
d + t
d + t
24
5
+ j +
+ j t
d + +
d + t
864
6
+ j t
+ j t
d + +
d + +
2,231
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 T
distance =
½(462) + 3×(7 + 12)
3,600
=
231 + 57
3,600
=
288
3,600
= 0.0800 = 8 cM Incorrect distance =
½(864) + 3×(24)
3,600
=
432 + 72
3,600
=
504
3,600
= 0.1400 = 14 cM Incorrect distance =
½(462 + 864) + 3×(7 + 12)
3,600
=
663 + 57
3,600
=
720
3,600
= 0.2000 = 20 cM Incorrect distance =
½(864) + 3×(12 + 24)
3,600
=
432 + 108
3,600
=
540
3,600
= 0.1500 = 15 cM Correct distance =
½(462) + 3×(7 + 12 + 24)
3,600
=
231 + 129
3,600
=
360
3,600
= 0.1000 = 10 cM Incorrect MC

a381_8db9

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j k t
j k t
81
2
+ + t
+ + t
j k +
j k +
144
3
+ + t
+ k t
j + +
j k +
3,510
4
+ k +
+ k +
j + t
j + t
310
5
+ k +
+ k t
j + +
j + t
4,782
6
+ k t
+ k t
j + +
j + +
7,373
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and K
distance =
½(4,782) + 3×(310)
16,200
=
2,391 + 930
16,200
=
3,321
16,200
= 0.2050 = 20.50 cM Incorrect distance =
½(3,510 + 4,782) + 3×(81 + 144 + 310)
16,200
=
4,146 + 1,605
16,200
=
5,751
16,200
= 0.3550 = 35.50 cM Incorrect distance =
½(3,510 + 4,782) + 3×(144 + 310)
16,200
=
4,146 + 1,362
16,200
=
5,508
16,200
= 0.3400 = 34 cM Incorrect distance =
½(3,510) + 3×(81 + 144)
16,200
=
1,755 + 675
16,200
=
2,430
16,200
= 0.1500 = 15 cM Correct distance =
½(4,782) + 3×(81 + 310)
16,200
=
2,391 + 1,173
16,200
=
3,564
16,200
= 0.2200 = 22 cM Incorrect MC

9aa1_e1d4

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f m n
f m n
387
2
+ + +
+ m +
f + n
f m n
5,910
3
+ + n
+ + n
f m +
f m +
89
4
+ + n
+ m +
f + n
f m +
3,330
5
+ m +
+ m +
f + n
f + n
7,056
6
+ m n
+ m n
f + +
f + +
28
TOTAL = 16,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and N
distance =
½(3,330) + 3×(28 + 89)
16,800
=
1,665 + 351
16,800
=
2,016
16,800
= 0.1200 = 12 cM Incorrect distance =
½(5,910) + 3×(28 + 387)
16,800
=
2,955 + 1,245
16,800
=
4,200
16,800
= 0.2500 = 25 cM Correct distance =
½(3,330 + 5,910) + 3×(89 + 387)
16,800
=
4,620 + 1,428
16,800
=
6,048
16,800
= 0.3600 = 36 cM Incorrect distance =
½(3,330 + 5,910) + 3×(28)
16,800
=
4,620 + 84
16,800
=
4,704
16,800
= 0.2800 = 28 cM Incorrect distance =
½(3,330 + 5,910) + 3×(28 + 89 + 387)
16,800
=
4,620 + 1,512
16,800
=
6,132
16,800
= 0.3650 = 36.50 cM Incorrect MC

f517_d322

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c d n
c d n
63
2
+ + n
+ + n
c d +
c d +
44
3
+ + n
+ d +
c + n
c d +
1,086
4
+ d +
+ d +
c + n
c + n
2,430
5
+ d +
+ d n
c + +
c + n
1,668
6
+ d n
+ d n
c + +
c + +
109
TOTAL = 5,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and N
distance =
½(1,086 + 1,668) + 3×(63)
5,400
=
1,377 + 189
5,400
=
1,566
5,400
= 0.2900 = 29 cM Incorrect distance =
½(1,086 + 1,668) + 3×(44 + 109)
5,400
=
1,377 + 459
5,400
=
1,836
5,400
= 0.3400 = 34 cM Correct distance =
½(1,668) + 3×(109)
5,400
=
834 + 327
5,400
=
1,161
5,400
= 0.2150 = 21.50 cM Incorrect distance =
½(1,086) + 3×(44 + 63)
5,400
=
543 + 321
5,400
=
864
5,400
= 0.1600 = 16 cM Incorrect distance =
½(1,668) + 3×(63 + 109)
5,400
=
834 + 516
5,400
=
1,350
5,400
= 0.2500 = 25 cM Incorrect MC

b721_d089

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h p x
h p x
146
2
+ + +
+ + x
h p +
h p x
6,078
3
+ + x
+ + x
h p +
h p +
10,250
4
+ + x
+ p +
h + x
h p +
1,752
5
+ p +
+ p +
h + x
h + x
13
6
+ p x
+ p x
h + +
h + +
61
TOTAL = 18,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and X
distance =
½(6,078) + 3×(146)
18,300
=
3,039 + 438
18,300
=
3,477
18,300
= 0.1900 = 19 cM Incorrect distance =
½(1,752) + 3×(13 + 61)
18,300
=
876 + 222
18,300
=
1,098
18,300
= 0.0600 = 6 cM Incorrect distance =
½(6,078) + 3×(61 + 146)
18,300
=
3,039 + 621
18,300
=
3,660
18,300
= 0.2000 = 20 cM Correct distance =
½(1,752 + 6,078) + 3×(13 + 61 + 146)
18,300
=
3,915 + 660
18,300
=
4,575
18,300
= 0.2500 = 25 cM Incorrect distance =
½(1,752 + 6,078) + 3×(13 + 146)
18,300
=
3,915 + 477
18,300
=
4,392
18,300
= 0.2400 = 24 cM Incorrect MC

f148_9d39

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c j w
c j w
220
2
+ + w
+ + w
c j +
c j +
168
3
+ + w
+ j +
c + w
c j +
5,064
4
+ j +
+ j +
c + w
c + w
11,748
5
+ j +
+ j w
c + +
c + w
8,664
6
+ j w
+ j w
c + +
c + +
536
TOTAL = 26,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and J
distance =
½(5,064) + 3×(168)
26,400
=
2,532 + 504
26,400
=
3,036
26,400
= 0.1150 = 11.50 cM Incorrect distance =
½(8,664) + 3×(536)
26,400
=
4,332 + 1,608
26,400
=
5,940
26,400
= 0.2250 = 22.50 cM Incorrect distance =
½(8,664) + 3×(220 + 536)
26,400
=
4,332 + 2,268
26,400
=
6,600
26,400
= 0.2500 = 25 cM Incorrect distance =
½(5,064 + 8,664) + 3×(168 + 536)
26,400
=
6,864 + 2,112
26,400
=
8,976
26,400
= 0.3400 = 34 cM Incorrect distance =
½(5,064) + 3×(168 + 220)
26,400
=
2,532 + 1,164
26,400
=
3,696
26,400
= 0.1400 = 14 cM Correct MC

a148_4d54

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b h r
b h r
98
2
+ + r
+ + r
b h +
b h +
222
3
+ + r
+ h +
b + r
b h +
6,312
4
+ h +
+ h +
b + r
b + r
12,201
5
+ h +
+ h r
b + +
b + r
9,858
6
+ h r
+ h r
b + +
b + +
709
TOTAL = 29,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and R
distance =
½(6,312 + 9,858) + 3×(98 + 222 + 709)
29,400
=
8,085 + 3,087
29,400
=
11,172
29,400
= 0.3800 = 38 cM Incorrect distance =
½(6,312) + 3×(222)
29,400
=
3,156 + 666
29,400
=
3,822
29,400
= 0.1300 = 13 cM Incorrect distance =
½(9,858) + 3×(98 + 709)
29,400
=
4,929 + 2,421
29,400
=
7,350
29,400
= 0.2500 = 25 cM Incorrect distance =
½(9,858) + 3×(709)
29,400
=
4,929 + 2,127
29,400
=
7,056
29,400
= 0.2400 = 24 cM Incorrect distance =
½(6,312 + 9,858) + 3×(222 + 709)
29,400
=
8,085 + 2,793
29,400
=
10,878
29,400
= 0.3700 = 37 cM Correct MC

30ff_4418

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c p y
c p y
108
2
+ + +
+ p y
c + +
c p y
2,592
3
+ + y
+ + y
c p +
c p +
60
4
+ p +
+ p +
c + y
c + y
156
5
+ p +
+ p y
c + +
c + y
3,024
6
+ p y
+ p y
c + +
c + +
6,060
TOTAL = 12,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and P
distance =
½(2,592) + 3×(60 + 108)
12,000
=
1,296 + 504
12,000
=
1,800
12,000
= 0.1500 = 15 cM Correct distance =
½(2,592 + 3,024) + 3×(108 + 156)
12,000
=
2,808 + 792
12,000
=
3,600
12,000
= 0.3000 = 30 cM Incorrect distance =
½(3,024) + 3×(108 + 156)
12,000
=
1,512 + 792
12,000
=
2,304
12,000
= 0.1920 = 19.20 cM Incorrect distance =
½(3,024) + 3×(60 + 156)
12,000
=
1,512 + 648
12,000
=
2,160
12,000
= 0.1800 = 18 cM Incorrect distance =
½(2,592 + 3,024) + 3×(60)
12,000
=
2,808 + 180
12,000
=
2,988
12,000
= 0.2490 = 24.90 cM Incorrect MC

3ce5_f5b5

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m n w
m n w
25
2
+ + w
+ + w
m n +
m n +
13
3
+ + w
+ n +
m + w
m n +
1,572
4
+ n +
+ n +
m + w
m + w
8,250
5
+ n +
+ n w
m + +
m + w
4,998
6
+ n w
+ n w
m + +
m + +
142
TOTAL = 15,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and W
distance =
½(1,572) + 3×(13 + 25)
15,000
=
786 + 114
15,000
=
900
15,000
= 0.0600 = 6 cM Incorrect distance =
½(1,572) + 3×(13)
15,000
=
786 + 39
15,000
=
825
15,000
= 0.0550 = 5.50 cM Incorrect distance =
½(4,998) + 3×(25 + 142)
15,000
=
2,499 + 501
15,000
=
3,000
15,000
= 0.2000 = 20 cM Correct distance =
½(1,572 + 4,998) + 3×(13 + 25 + 142)
15,000
=
3,285 + 540
15,000
=
3,825
15,000
= 0.2550 = 25.50 cM Incorrect distance =
½(1,572 + 4,998) + 3×(13 + 142)
15,000
=
3,285 + 465
15,000
=
3,750
15,000
= 0.2500 = 25 cM Incorrect MC

53ad_d532

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a j m
a j m
133
2
+ + +
+ j m
a + +
a j m
4,548
3
+ + m
+ + m
a j +
a j +
369
4
+ + m
+ j m
a + +
a j +
7,020
5
+ j +
+ j +
a + m
a + m
81
6
+ j m
+ j m
a + +
a + +
12,149
TOTAL = 24,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and M
distance =
½(4,548) + 3×(81 + 133)
24,300
=
2,274 + 642
24,300
=
2,916
24,300
= 0.1200 = 12 cM Correct distance =
½(4,548) + 3×(133)
24,300
=
2,274 + 399
24,300
=
2,673
24,300
= 0.1100 = 11 cM Incorrect distance =
½(4,548 + 7,020) + 3×(133 + 369)
24,300
=
5,784 + 1,506
24,300
=
7,290
24,300
= 0.3000 = 30 cM Incorrect distance =
½(7,020) + 3×(369)
24,300
=
3,510 + 1,107
24,300
=
4,617
24,300
= 0.1900 = 19 cM Incorrect distance =
½(4,548 + 7,020) + 3×(81 + 133 + 369)
24,300
=
5,784 + 1,749
24,300
=
7,533
24,300
= 0.3100 = 31 cM Incorrect MC

f8cc_4653

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b e k
b e k
17
2
+ + +
+ e +
b + k
b e k
762
3
+ + k
+ + k
b e +
b e +
16
4
+ e +
+ e +
b + k
b + k
2,927
5
+ e +
+ e k
b + +
b + k
1,044
6
+ e k
+ e k
b + +
b + +
34
TOTAL = 4,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and E
distance =
½(1,044) + 3×(34)
4,800
=
522 + 102
4,800
=
624
4,800
= 0.1300 = 13 cM Incorrect distance =
½(762 + 1,044) + 3×(16 + 17 + 34)
4,800
=
903 + 201
4,800
=
1,104
4,800
= 0.2300 = 23 cM Incorrect distance =
½(762) + 3×(17)
4,800
=
381 + 51
4,800
=
432
4,800
= 0.0900 = 9 cM Incorrect distance =
½(762) + 3×(16 + 17)
4,800
=
381 + 99
4,800
=
480
4,800
= 0.1000 = 10 cM Correct distance =
½(762 + 1,044) + 3×(17 + 34)
4,800
=
903 + 153
4,800
=
1,056
4,800
= 0.2200 = 22 cM Incorrect MC

45a1_9eca

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e k p
e k p
71
2
+ + +
+ + p
e k +
e k p
2,166
3
+ + p
+ + p
e k +
e k +
2,527
4
+ + p
+ k +
e + p
e k +
612
5
+ k +
+ k +
e + p
e + p
6
6
+ k p
+ k p
e + +
e + +
18
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 K
distance =
½(2,166) + 3×(71)
5,400
=
1,083 + 213
5,400
=
1,296
5,400
= 0.2400 = 24 cM Incorrect distance =
½(612) + 3×(6)
5,400
=
306 + 18
5,400
=
324
5,400
= 0.0600 = 6 cM Incorrect distance =
½(612) + 3×(6 + 18)
5,400
=
306 + 72
5,400
=
378
5,400
= 0.0700 = 7 cM Correct distance =
½(612 + 2,166) + 3×(6 + 71)
5,400
=
1,389 + 231
5,400
=
1,620
5,400
= 0.3000 = 30 cM Incorrect distance =
½(2,166) + 3×(18 + 71)
5,400
=
1,083 + 267
5,400
=
1,350
5,400
= 0.2500 = 25 cM Incorrect MC

f57d_6665

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b e x
b e x
54
2
+ + x
+ + x
b e +
b e +
7,576
3
+ + x
+ e +
b + x
b e +
1,842
4
+ + x
+ e x
b + +
b e +
6,498
5
+ e +
+ e +
b + x
b + x
17
6
+ e x
+ e x
b + +
b + +
213
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
distance =
½(1,842 + 6,498) + 3×(17 + 213)
16,200
=
4,170 + 690
16,200
=
4,860
16,200
= 0.3000 = 30 cM Incorrect distance =
½(6,498) + 3×(54 + 213)
16,200
=
3,249 + 801
16,200
=
4,050
16,200
= 0.2500 = 25 cM Incorrect distance =
½(1,842 + 6,498) + 3×(17 + 54 + 213)
16,200
=
4,170 + 852
16,200
=
5,022
16,200
= 0.3100 = 31 cM Incorrect distance =
½(1,842) + 3×(17 + 54)
16,200
=
921 + 213
16,200
=
1,134
16,200
= 0.0700 = 7 cM Correct distance =
½(6,498) + 3×(213)
16,200
=
3,249 + 639
16,200
=
3,888
16,200
= 0.2400 = 24 cM Incorrect MC

516b_ab01

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a k w
a k w
41
2
+ + w
+ + w
a k +
a k +
48
3
+ + w
+ k +
a + w
a k +
2,172
4
+ k +
+ k +
a + w
a + w
5,380
5
+ k +
+ k w
a + +
a + w
4,410
6
+ k w
+ k w
a + +
a + +
249
TOTAL = 12,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and W
distance =
½(4,410) + 3×(41 + 249)
12,300
=
2,205 + 870
12,300
=
3,075
12,300
= 0.2500 = 25 cM Correct distance =
½(2,172 + 4,410) + 3×(41 + 48 + 249)
12,300
=
3,291 + 1,014
12,300
=
4,305
12,300
= 0.3500 = 35 cM Incorrect distance =
½(4,410) + 3×(249)
12,300
=
2,205 + 747
12,300
=
2,952
12,300
= 0.2400 = 24 cM Incorrect distance =
½(2,172) + 3×(41 + 48)
12,300
=
1,086 + 267
12,300
=
1,353
12,300
= 0.1100 = 11 cM Incorrect distance =
½(2,172) + 3×(48)
12,300
=
1,086 + 144
12,300
=
1,230
12,300
= 0.1000 = 10 cM Incorrect MC

2494_ee42

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d e k
d e k
388
2
+ + +
+ + k
d e +
d e k
6,120
3
+ + k
+ + k
d e +
d e +
8,592
4
+ + k
+ e +
d + k
d e +
3,768
5
+ e +
+ e +
d + k
d + k
140
6
+ e k
+ e k
d + +
d + +
192
TOTAL = 19,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and E
distance =
½(3,768 + 6,120) + 3×(140 + 388)
19,200
=
4,944 + 1,584
19,200
=
6,528
19,200
= 0.3400 = 34 cM Incorrect distance =
½(3,768) + 3×(140)
19,200
=
1,884 + 420
19,200
=
2,304
19,200
= 0.1200 = 12 cM Incorrect distance =
½(6,120) + 3×(388)
19,200
=
3,060 + 1,164
19,200
=
4,224
19,200
= 0.2200 = 22 cM Incorrect distance =
½(6,120) + 3×(192 + 388)
19,200
=
3,060 + 1,740
19,200
=
4,800
19,200
= 0.2500 = 25 cM Incorrect distance =
½(3,768) + 3×(140 + 192)
19,200
=
1,884 + 996
19,200
=
2,880
19,200
= 0.1500 = 15 cM Correct MC

0b9c_67f3

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f j
a f j
201
2
+ + +
+ f +
a + j
a f j
4,038
3
+ + j
+ + j
a f +
a f +
35
4
+ + j
+ f +
a + j
a f +
1,842
5
+ f +
+ f +
a + j
a + j
5,246
6
+ f j
+ f j
a + +
a + +
38
TOTAL = 11,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and J
distance =
½(1,842 + 4,038) + 3×(35 + 201)
11,400
=
2,940 + 708
11,400
=
3,648
11,400
= 0.3200 = 32 cM Incorrect distance =
½(1,842 + 4,038) + 3×(35 + 38 + 201)
11,400
=
2,940 + 822
11,400
=
3,762
11,400
= 0.3300 = 33 cM Incorrect distance =
½(1,842) + 3×(35 + 38)
11,400
=
921 + 219
11,400
=
1,140
11,400
= 0.1000 = 10 cM Correct distance =
½(4,038) + 3×(38 + 201)
11,400
=
2,019 + 717
11,400
=
2,736
11,400
= 0.2400 = 24 cM Incorrect distance =
½(1,842) + 3×(35)
11,400
=
921 + 105
11,400
=
1,026
11,400
= 0.0900 = 9 cM Incorrect MC

cf16_1b42

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b r y
b r y
80
2
+ + y
+ + y
b r +
b r +
9
3
+ + y
+ r +
b + y
b r +
1,866
4
+ r +
+ r +
b + y
b + y
12,840
5
+ r +
+ r y
b + +
b + y
9,030
6
+ r y
+ r y
b + +
b + +
175
TOTAL = 24,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and Y
distance =
½(1,866) + 3×(9 + 80)
24,000
=
933 + 267
24,000
=
1,200
24,000
= 0.0500 = 5 cM Incorrect distance =
½(1,866 + 9,030) + 3×(9 + 175)
24,000
=
5,448 + 552
24,000
=
6,000
24,000
= 0.2500 = 25 cM Incorrect distance =
½(9,030) + 3×(80 + 175)
24,000
=
4,515 + 765
24,000
=
5,280
24,000
= 0.2200 = 22 cM Correct distance =
½(1,866) + 3×(9)
24,000
=
933 + 27
24,000
=
960
24,000
= 0.0400 = 4 cM Incorrect distance =
½(9,030) + 3×(175)
24,000
=
4,515 + 525
24,000
=
5,040
24,000
= 0.2100 = 21 cM Incorrect MC

e7c2_4abf

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d h k
d h k
112
2
+ + +
+ + k
d h +
d h k
1,392
3
+ + k
+ + k
d h +
d h +
2,016
4
+ + k
+ h k
d + +
d h +
1,152
5
+ h +
+ h +
d + k
d + k
56
6
+ h k
+ h k
d + +
d + +
72
TOTAL = 4,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and K
distance =
½(1,152) + 3×(56 + 72 + 112)
4,800
=
576 + 720
4,800
=
1,296
4,800
= 0.2700 = 27 cM Incorrect distance =
½(1,152 + 1,392) + 3×(56)
4,800
=
1,272 + 168
4,800
=
1,440
4,800
= 0.3000 = 30 cM Incorrect distance =
½(1,392) + 3×(72)
4,800
=
696 + 216
4,800
=
912
4,800
= 0.1900 = 19 cM Incorrect distance =
½(1,152 + 1,392) + 3×(72 + 112)
4,800
=
1,272 + 552
4,800
=
1,824
4,800
= 0.3800 = 38 cM Correct distance =
½(1,152) + 3×(56 + 72)
4,800
=
576 + 384
4,800
=
960
4,800
= 0.2000 = 20 cM Incorrect MC

f35e_cfce

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c p r
c p r
10
2
+ + +
+ p r
c + +
c p r
1,938
3
+ + r
+ + r
c p +
c p +
37
4
+ p +
+ p +
c + r
c + r
219
5
+ p +
+ p r
c + +
c + r
9,120
6
+ p r
+ p r
c + +
c + +
10,876
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and R
distance =
½(1,938) + 3×(10 + 37)
22,200
=
969 + 141
22,200
=
1,110
22,200
= 0.0500 = 5 cM Incorrect distance =
½(1,938 + 9,120) + 3×(10 + 37 + 219)
22,200
=
5,529 + 798
22,200
=
6,327
22,200
= 0.2850 = 28.50 cM Incorrect distance =
½(1,938) + 3×(10)
22,200
=
969 + 30
22,200
=
999
22,200
= 0.0450 = 4.50 cM Incorrect distance =
½(1,938 + 9,120) + 3×(10 + 219)
22,200
=
5,529 + 687
22,200
=
6,216
22,200
= 0.2800 = 28 cM Incorrect distance =
½(9,120) + 3×(37 + 219)
22,200
=
4,560 + 768
22,200
=
5,328
22,200
= 0.2400 = 24 cM Correct MC

46fc_7e3b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c d w
c d w
155
2
+ + +
+ d +
c + w
c d w
3,390
3
+ + w
+ + w
c d +
c d +
27
4
+ + w
+ d +
c + w
c d +
1,470
5
+ d +
+ d +
c + w
c + w
4,510
6
+ d w
+ d w
c + +
c + +
48
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 W
distance =
½(1,470 + 3,390) + 3×(27 + 155)
9,600
=
2,430 + 546
9,600
=
2,976
9,600
= 0.3100 = 31 cM Incorrect distance =
½(3,390) + 3×(48 + 155)
9,600
=
1,695 + 609
9,600
=
2,304
9,600
= 0.2400 = 24 cM Correct distance =
½(1,470) + 3×(48 + 155)
9,600
=
735 + 609
9,600
=
1,344
9,600
= 0.1400 = 14 cM Incorrect distance =
½(3,390) + 3×(27 + 48)
9,600
=
1,695 + 225
9,600
=
1,920
9,600
= 0.2000 = 20 cM Incorrect distance =
½(1,470) + 3×(27 + 48)
9,600
=
735 + 225
9,600
=
960
9,600
= 0.1000 = 10 cM Incorrect MC

e909_3b6a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c n y
c n y
5
2
+ + +
+ n y
c + +
c n y
834
3
+ + y
+ + y
c n +
c n +
65
4
+ + y
+ n y
c + +
c n +
2,970
5
+ n +
+ n +
c + y
c + y
16
6
+ n y
+ n y
c + +
c + +
5,710
TOTAL = 9,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and N
distance =
½(2,970) + 3×(16 + 65)
9,600
=
1,485 + 243
9,600
=
1,728
9,600
= 0.1800 = 18 cM Incorrect distance =
½(834 + 2,970) + 3×(5 + 16 + 65)
9,600
=
1,902 + 258
9,600
=
2,160
9,600
= 0.2250 = 22.50 cM Incorrect distance =
½(834) + 3×(5 + 16)
9,600
=
417 + 63
9,600
=
480
9,600
= 0.0500 = 5 cM Incorrect distance =
½(834 + 2,970) + 3×(5 + 65)
9,600
=
1,902 + 210
9,600
=
2,112
9,600
= 0.2200 = 22 cM Correct distance =
½(2,970) + 3×(65)
9,600
=
1,485 + 195
9,600
=
1,680
9,600
= 0.1750 = 17.50 cM Incorrect MC

deec_5db5

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c k m
c k m
58
2
+ + +
+ k m
c + +
c k m
3,972
3
+ + m
+ + m
c k +
c k +
446
4
+ + m
+ k m
c + +
c k +
10,860
5
+ k +
+ k +
c + m
c + m
144
6
+ k m
+ k m
c + +
c + +
13,320
TOTAL = 28,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and M
distance =
½(3,972) + 3×(58)
28,800
=
1,986 + 174
28,800
=
2,160
28,800
= 0.0750 = 7.50 cM Incorrect distance =
½(3,972 + 10,860) + 3×(58 + 144 + 446)
28,800
=
7,416 + 1,944
28,800
=
9,360
28,800
= 0.3250 = 32.50 cM Incorrect distance =
½(3,972) + 3×(58 + 144)
28,800
=
1,986 + 606
28,800
=
2,592
28,800
= 0.0900 = 9 cM Incorrect distance =
½(3,972 + 10,860) + 3×(58 + 446)
28,800
=
7,416 + 1,512
28,800
=
8,928
28,800
= 0.3100 = 31 cM Incorrect distance =
½(10,860) + 3×(144 + 446)
28,800
=
5,430 + 1,770
28,800
=
7,200
28,800
= 0.2500 = 25 cM Correct MC

8ea4_1fa1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j x y
j x y
435
2
+ + y
+ + y
j x +
j x +
11,356
3
+ + y
+ x +
j + y
j x +
6,252
4
+ + y
+ x y
j + +
j x +
7,056
5
+ x +
+ x +
j + y
j + y
437
6
+ x y
+ x y
j + +
j + +
564
TOTAL = 26,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes X and Y
distance =
½(6,252) + 3×(437)
26,100
=
3,126 + 1,311
26,100
=
4,437
26,100
= 0.1700 = 17 cM Incorrect distance =
½(6,252 + 7,056) + 3×(437 + 564)
26,100
=
6,654 + 3,003
26,100
=
9,657
26,100
= 0.3700 = 37 cM Incorrect distance =
½(6,252 + 7,056) + 3×(435 + 437 + 564)
26,100
=
6,654 + 4,308
26,100
=
10,962
26,100
= 0.4200 = 42 cM Incorrect distance =
½(7,056) + 3×(435 + 564)
26,100
=
3,528 + 2,997
26,100
=
6,525
26,100
= 0.2500 = 25 cM Correct distance =
½(6,252) + 3×(435 + 437)
26,100
=
3,126 + 2,616
26,100
=
5,742
26,100
= 0.2200 = 22 cM Incorrect MC

127d_f16b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e t y
e t y
503
2
+ + +
+ t y
e + +
e t y
7,062
3
+ + y
+ + y
e t +
e t +
649
4
+ + y
+ t y
e + +
e t +
7,914
5
+ t +
+ t +
e + y
e + y
432
6
+ t y
+ t y
e + +
e + +
12,240
TOTAL = 28,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and T
distance =
½(7,914) + 3×(649)
28,800
=
3,957 + 1,947
28,800
=
5,904
28,800
= 0.2050 = 20.50 cM Incorrect distance =
½(7,062) + 3×(503)
28,800
=
3,531 + 1,509
28,800
=
5,040
28,800
= 0.1750 = 17.50 cM Incorrect distance =
½(7,062 + 7,914) + 3×(503 + 649)
28,800
=
7,488 + 3,456
28,800
=
10,944
28,800
= 0.3800 = 38 cM Correct distance =
½(7,914) + 3×(432 + 649)
28,800
=
3,957 + 3,243
28,800
=
7,200
28,800
= 0.2500 = 25 cM Incorrect distance =
½(7,062) + 3×(432 + 503)
28,800
=
3,531 + 2,805
28,800
=
6,336
28,800
= 0.2200 = 22 cM Incorrect MC

935f_afbe

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a c p
a c p
282
2
+ + p
+ + p
a c +
a c +
440
3
+ + p
+ c +
a + p
a c +
6,948
4
+ c +
+ c +
a + p
a + p
11,562
5
+ c +
+ c p
a + +
a + p
8,280
6
+ c p
+ c p
a + +
a + +
688
TOTAL = 28,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and P
distance =
½(6,948 + 8,280) + 3×(440 + 688)
28,200
=
7,614 + 3,384
28,200
=
10,998
28,200
= 0.3900 = 39 cM Correct distance =
½(6,948 + 8,280) + 3×(282)
28,200
=
7,614 + 846
28,200
=
8,460
28,200
= 0.3000 = 30 cM Incorrect distance =
½(8,280) + 3×(688)
28,200
=
4,140 + 2,064
28,200
=
6,204
28,200
= 0.2200 = 22 cM Incorrect distance =
½(6,948) + 3×(282 + 440)
28,200
=
3,474 + 2,166
28,200
=
5,640
28,200
= 0.2000 = 20 cM Incorrect distance =
½(8,280) + 3×(282 + 688)
28,200
=
4,140 + 2,910
28,200
=
7,050
28,200
= 0.2500 = 25 cM Incorrect MC

a63f_ce22

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a e f
a e f
42
2
+ + f
+ + f
a e +
a e +
39
3
+ + f
+ e f
a + +
a e +
1,530
4
+ e +
+ e +
a + f
a + f
171
5
+ e +
+ e f
a + +
a + f
2,922
6
+ e f
+ e f
a + +
a + +
3,696
TOTAL = 8,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and F
distance =
½(1,530 + 2,922) + 3×(42)
8,400
=
2,226 + 126
8,400
=
2,352
8,400
= 0.2800 = 28 cM Incorrect distance =
½(1,530 + 2,922) + 3×(39 + 42 + 171)
8,400
=
2,226 + 756
8,400
=
2,982
8,400
= 0.3550 = 35.50 cM Incorrect distance =
½(2,922) + 3×(42 + 171)
8,400
=
1,461 + 639
8,400
=
2,100
8,400
= 0.2500 = 25 cM Incorrect distance =
½(1,530) + 3×(39 + 42)
8,400
=
765 + 243
8,400
=
1,008
8,400
= 0.1200 = 12 cM Incorrect distance =
½(1,530 + 2,922) + 3×(39 + 171)
8,400
=
2,226 + 630
8,400
=
2,856
8,400
= 0.3400 = 34 cM Correct MC

213d_0839

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k m p
k m p
270
2
+ + p
+ + p
k m +
k m +
7,650
3
+ + p
+ m +
k + p
k m +
4,416
4
+ + p
+ m p
k + +
k m +
4,944
5
+ m +
+ m +
k + p
k + p
314
6
+ m p
+ m p
k + +
k + +
406
TOTAL = 18,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and P
distance =
½(4,416 + 4,944) + 3×(270)
18,000
=
4,680 + 810
18,000
=
5,490
18,000
= 0.3050 = 30.50 cM Incorrect distance =
½(4,944) + 3×(270 + 406)
18,000
=
2,472 + 2,028
18,000
=
4,500
18,000
= 0.2500 = 25 cM Incorrect distance =
½(4,416 + 4,944) + 3×(270 + 314 + 406)
18,000
=
4,680 + 2,970
18,000
=
7,650
18,000
= 0.4250 = 42.50 cM Incorrect distance =
½(4,416) + 3×(270 + 314)
18,000
=
2,208 + 1,752
18,000
=
3,960
18,000
= 0.2200 = 22 cM Correct distance =
½(4,416 + 4,944) + 3×(314 + 406)
18,000
=
4,680 + 2,160
18,000
=
6,840
18,000
= 0.3800 = 38 cM Incorrect MC

2d73_87ce

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a j m
a j m
408
2
+ + +
+ j m
a + +
a j m
6,672
3
+ + m
+ + m
a j +
a j +
380
4
+ j +
+ j +
a + m
a + m
637
5
+ j +
+ j m
a + +
a + m
8,148
6
+ j m
+ j m
a + +
a + +
12,255
TOTAL = 28,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and M
distance =
½(8,148) + 3×(637)
28,500
=
4,074 + 1,911
28,500
=
5,985
28,500
= 0.2100 = 21 cM Incorrect distance =
½(6,672 + 8,148) + 3×(380)
28,500
=
7,410 + 1,140
28,500
=
8,550
28,500
= 0.3000 = 30 cM Incorrect distance =
½(8,148) + 3×(380 + 637)
28,500
=
4,074 + 3,051
28,500
=
7,125
28,500
= 0.2500 = 25 cM Incorrect distance =
½(6,672 + 8,148) + 3×(408 + 637)
28,500
=
7,410 + 3,135
28,500
=
10,545
28,500
= 0.3700 = 37 cM Correct distance =
½(6,672) + 3×(408)
28,500
=
3,336 + 1,224
28,500
=
4,560
28,500
= 0.1600 = 16 cM Incorrect MC

8e71_ad29

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
n p r
n p r
89
2
+ + +
+ p r
n + +
n p r
3,684
3
+ + r
+ + r
n p +
n p +
111
4
+ p +
+ p +
n + r
n + r
166
5
+ p +
+ p r
n + +
n + r
4,998
6
+ p r
+ p r
n + +
n + +
13,152
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and R
distance =
½(3,684) + 3×(89)
22,200
=
1,842 + 267
22,200
=
2,109
22,200
= 0.0950 = 9.50 cM Incorrect distance =
½(4,998) + 3×(111 + 166)
22,200
=
2,499 + 831
22,200
=
3,330
22,200
= 0.1500 = 15 cM Correct distance =
½(3,684) + 3×(89 + 111)
22,200
=
1,842 + 600
22,200
=
2,442
22,200
= 0.1100 = 11 cM Incorrect distance =
½(3,684 + 4,998) + 3×(89 + 111 + 166)
22,200
=
4,341 + 1,098
22,200
=
5,439
22,200
= 0.2450 = 24.50 cM Incorrect distance =
½(3,684 + 4,998) + 3×(89 + 166)
22,200
=
4,341 + 765
22,200
=
5,106
22,200
= 0.2300 = 23 cM Incorrect MC

fe82_54b6

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d f h
d f h
187
2
+ + h
+ + h
d f +
d f +
129
3
+ + h
+ f +
d + h
d f +
4,836
4
+ f +
+ f +
d + h
d + h
14,585
5
+ f +
+ f h
d + +
d + h
7,956
6
+ f h
+ f h
d + +
d + +
357
TOTAL = 28,050

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and H
distance =
½(4,836) + 3×(129)
28,050
=
2,418 + 387
28,050
=
2,805
28,050
= 0.1000 = 10 cM Incorrect distance =
½(7,956) + 3×(357)
28,050
=
3,978 + 1,071
28,050
=
5,049
28,050
= 0.1800 = 18 cM Incorrect distance =
½(4,836) + 3×(129 + 187)
28,050
=
2,418 + 948
28,050
=
3,366
28,050
= 0.1200 = 12 cM Incorrect distance =
½(4,836 + 7,956) + 3×(129 + 187 + 357)
28,050
=
6,396 + 2,019
28,050
=
8,415
28,050
= 0.3000 = 30 cM Incorrect distance =
½(7,956) + 3×(187 + 357)
28,050
=
3,978 + 1,632
28,050
=
5,610
28,050
= 0.2000 = 20 cM Correct MC

152f_f8b3

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k p
f k p
63
2
+ + +
+ k p
f + +
f k p
3,762
3
+ + p
+ + p
f k +
f k +
46
4
+ k +
+ k +
f + p
f + p
222
5
+ k +
+ k p
f + +
f + p
6,672
6
+ k p
+ k p
f + +
f + +
16,835
TOTAL = 27,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and P
distance =
½(3,762 + 6,672) + 3×(46 + 63 + 222)
27,600
=
5,217 + 993
27,600
=
6,210
27,600
= 0.2250 = 22.50 cM Incorrect distance =
½(3,762 + 6,672) + 3×(63 + 222)
27,600
=
5,217 + 855
27,600
=
6,072
27,600
= 0.2200 = 22 cM Correct distance =
½(3,762) + 3×(46 + 63)
27,600
=
1,881 + 327
27,600
=
2,208
27,600
= 0.0800 = 8 cM Incorrect distance =
½(6,672) + 3×(46 + 222)
27,600
=
3,336 + 804
27,600
=
4,140
27,600
= 0.1500 = 15 cM Incorrect distance =
½(3,762) + 3×(63)
27,600
=
1,881 + 189
27,600
=
2,070
27,600
= 0.0750 = 7.50 cM Incorrect MC

197a_bf7a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
r x y
r x y
596
2
+ + +
+ + y
r x +
r x y
7,464
3
+ + y
+ + y
r x +
r x +
12,006
4
+ + y
+ x +
r + y
r x +
6,612
5
+ x +
+ x +
r + y
r + y
462
6
+ x y
+ x y
r + +
r + +
460
TOTAL = 27,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes X and Y
distance =
½(7,464) + 3×(460 + 596)
27,600
=
3,732 + 3,168
27,600
=
6,900
27,600
= 0.2500 = 25 cM Correct distance =
½(6,612) + 3×(460 + 462)
27,600
=
3,306 + 2,766
27,600
=
6,072
27,600
= 0.2200 = 22 cM Incorrect distance =
½(6,612 + 7,464) + 3×(462 + 596)
27,600
=
7,038 + 3,174
27,600
=
10,212
27,600
= 0.3700 = 37 cM Incorrect distance =
½(6,612) + 3×(462)
27,600
=
3,306 + 1,386
27,600
=
4,692
27,600
= 0.1700 = 17 cM Incorrect distance =
½(6,612 + 7,464) + 3×(460 + 462 + 596)
27,600
=
7,038 + 4,554
27,600
=
11,592
27,600
= 0.4200 = 42 cM Incorrect MC

78d0_852a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h n w
h n w
136
2
+ + +
+ n w
h + +
h n w
1,914
3
+ + w
+ + w
h n +
h n +
176
4
+ + w
+ n w
h + +
h n +
2,142
5
+ n +
+ n +
h + w
h + w
117
6
+ n w
+ n w
h + +
h + +
3,315
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 N
distance =
½(2,142) + 3×(176)
7,800
=
1,071 + 528
7,800
=
1,599
7,800
= 0.2050 = 20.50 cM Incorrect distance =
½(1,914) + 3×(117 + 136)
7,800
=
957 + 759
7,800
=
1,716
7,800
= 0.2200 = 22 cM Incorrect distance =
½(1,914 + 2,142) + 3×(136 + 176)
7,800
=
2,028 + 936
7,800
=
2,964
7,800
= 0.3800 = 38 cM Correct distance =
½(2,142) + 3×(117 + 176)
7,800
=
1,071 + 879
7,800
=
1,950
7,800
= 0.2500 = 25 cM Incorrect distance =
½(1,914 + 2,142) + 3×(117 + 136 + 176)
7,800
=
2,028 + 1,287
7,800
=
3,315
7,800
= 0.4250 = 42.50 cM Incorrect MC

b78f_2a6e

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m p w
m p w
162
2
+ + +
+ + w
m p +
m p w
1,980
3
+ + w
+ + w
m p +
m p +
3,060
4
+ + w
+ p w
m + +
m p +
1,764
5
+ p +
+ p +
m + w
m + w
108
6
+ p w
+ p w
m + +
m + +
126
TOTAL = 7,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and W
distance =
½(1,764 + 1,980) + 3×(126 + 162)
7,200
=
1,872 + 864
7,200
=
2,736
7,200
= 0.3800 = 38 cM Incorrect distance =
½(1,980) + 3×(126)
7,200
=
990 + 378
7,200
=
1,368
7,200
= 0.1900 = 19 cM Incorrect distance =
½(1,980) + 3×(108 + 162)
7,200
=
990 + 810
7,200
=
1,800
7,200
= 0.2500 = 25 cM Correct distance =
½(1,764) + 3×(126)
7,200
=
882 + 378
7,200
=
1,260
7,200
= 0.1750 = 17.50 cM Incorrect distance =
½(1,764) + 3×(108 + 126)
7,200
=
882 + 702
7,200
=
1,584
7,200
= 0.2200 = 22 cM Incorrect MC

ccee_7a77

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a b d
a b d
99
2
+ + +
+ + d
a b +
a b d
2,430
3
+ + d
+ + d
a b +
a b +
4,453
4
+ + d
+ b +
a + d
a b +
1,332
5
+ b +
+ b +
a + d
a + d
30
6
+ b d
+ b d
a + +
a + +
56
TOTAL = 8,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and D
distance =
½(1,332 + 2,430) + 3×(30 + 99)
8,400
=
1,881 + 387
8,400
=
2,268
8,400
= 0.2700 = 27 cM Correct distance =
½(1,332 + 2,430) + 3×(30 + 56 + 99)
8,400
=
1,881 + 555
8,400
=
2,436
8,400
= 0.2900 = 29 cM Incorrect distance =
½(1,332) + 3×(30 + 56)
8,400
=
666 + 258
8,400
=
924
8,400
= 0.1100 = 11 cM Incorrect distance =
½(1,332) + 3×(30)
8,400
=
666 + 90
8,400
=
756
8,400
= 0.0900 = 9 cM Incorrect distance =
½(2,430) + 3×(99)
8,400
=
1,215 + 297
8,400
=
1,512
8,400
= 0.1800 = 18 cM Incorrect MC

3308_a334

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h k r
h k r
93
2
+ + r
+ + r
h k +
h k +
3,955
3
+ + r
+ k +
h + r
h k +
2,124
4
+ + r
+ k r
h + +
h k +
2,802
5
+ k +
+ k +
h + r
h + r
111
6
+ k r
+ k r
h + +
h + +
215
TOTAL = 9,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and K
distance =
½(2,124 + 2,802) + 3×(93 + 111 + 215)
9,300
=
2,463 + 1,257
9,300
=
3,720
9,300
= 0.4000 = 40 cM Incorrect distance =
½(2,802) + 3×(93 + 215)
9,300
=
1,401 + 924
9,300
=
2,325
9,300
= 0.2500 = 25 cM Incorrect distance =
½(2,802) + 3×(215)
9,300
=
1,401 + 645
9,300
=
2,046
9,300
= 0.2200 = 22 cM Incorrect distance =
½(2,124) + 3×(111)
9,300
=
1,062 + 333
9,300
=
1,395
9,300
= 0.1500 = 15 cM Incorrect distance =
½(2,124 + 2,802) + 3×(111 + 215)
9,300
=
2,463 + 978
9,300
=
3,441
9,300
= 0.3700 = 37 cM Correct MC

8625_8471

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c p w
c p w
137
2
+ + +
+ p w
c + +
c p w
5,112
3
+ + w
+ + w
c p +
c p +
594
4
+ + w
+ p w
c + +
c p +
9,078
5
+ p +
+ p +
c + w
c + w
43
6
+ p w
+ p w
c + +
c + +
10,836
TOTAL = 25,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and W
distance =
½(5,112 + 9,078) + 3×(137 + 594)
25,800
=
7,095 + 2,193
25,800
=
9,288
25,800
= 0.3600 = 36 cM Incorrect distance =
½(5,112) + 3×(43 + 137)
25,800
=
2,556 + 540
25,800
=
3,096
25,800
= 0.1200 = 12 cM Correct distance =
½(5,112 + 9,078) + 3×(43)
25,800
=
7,095 + 129
25,800
=
7,224
25,800
= 0.2800 = 28 cM Incorrect distance =
½(9,078) + 3×(43 + 594)
25,800
=
4,539 + 1,911
25,800
=
6,450
25,800
= 0.2500 = 25 cM Incorrect distance =
½(5,112) + 3×(137)
25,800
=
2,556 + 411
25,800
=
2,967
25,800
= 0.1150 = 11.50 cM Incorrect MC

ea31_64cf

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c k x
c k x
112
2
+ + x
+ + x
c k +
c k +
4,320
3
+ + x
+ k +
c + x
c k +
1,926
4
+ + x
+ k x
c + +
c k +
2,970
5
+ k +
+ k +
c + x
c + x
79
6
+ k x
+ k x
c + +
c + +
193
TOTAL = 9,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and X
distance =
½(1,926 + 2,970) + 3×(112)
9,600
=
2,448 + 336
9,600
=
2,784
9,600
= 0.2900 = 29 cM Incorrect distance =
½(1,926) + 3×(79 + 112)
9,600
=
963 + 573
9,600
=
1,536
9,600
= 0.1600 = 16 cM Incorrect distance =
½(1,926 + 2,970) + 3×(79 + 193)
9,600
=
2,448 + 816
9,600
=
3,264
9,600
= 0.3400 = 34 cM Incorrect distance =
½(2,970) + 3×(112 + 193)
9,600
=
1,485 + 915
9,600
=
2,400
9,600
= 0.2500 = 25 cM Correct distance =
½(1,926) + 3×(79)
9,600
=
963 + 237
9,600
=
1,200
9,600
= 0.1250 = 12.50 cM Incorrect MC

5d0a_8d24

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a b n
a b n
200
2
+ + n
+ + n
a b +
a b +
215
3
+ + n
+ b +
a + n
a b +
3,510
4
+ b +
+ b +
a + n
a + n
6,450
5
+ b +
+ b n
a + +
a + n
4,290
6
+ b n
+ b n
a + +
a + +
335
TOTAL = 15,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and N
distance =
½(3,510 + 4,290) + 3×(200 + 215 + 335)
15,000
=
3,900 + 2,250
15,000
=
6,150
15,000
= 0.4100 = 41 cM Incorrect distance =
½(3,510) + 3×(200 + 215)
15,000
=
1,755 + 1,245
15,000
=
3,000
15,000
= 0.2000 = 20 cM Incorrect distance =
½(4,290) + 3×(200 + 335)
15,000
=
2,145 + 1,605
15,000
=
3,750
15,000
= 0.2500 = 25 cM Incorrect distance =
½(3,510 + 4,290) + 3×(215 + 335)
15,000
=
3,900 + 1,650
15,000
=
5,550
15,000
= 0.3700 = 37 cM Correct distance =
½(4,290) + 3×(335)
15,000
=
2,145 + 1,005
15,000
=
3,150
15,000
= 0.2100 = 21 cM Incorrect MC

eba8_ecd4

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d t y
d t y
90
2
+ + y
+ + y
d t +
d t +
35
3
+ + y
+ t +
d + y
d t +
1,950
4
+ t +
+ t +
d + y
d + y
6,885
5
+ t +
+ t y
d + +
d + y
4,368
6
+ t y
+ t y
d + +
d + +
172
TOTAL = 13,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and Y
distance =
½(1,950 + 4,368) + 3×(35 + 172)
13,500
=
3,159 + 621
13,500
=
3,780
13,500
= 0.2800 = 28 cM Correct distance =
½(1,950) + 3×(35 + 90)
13,500
=
975 + 375
13,500
=
1,350
13,500
= 0.1000 = 10 cM Incorrect distance =
½(4,368) + 3×(172)
13,500
=
2,184 + 516
13,500
=
2,700
13,500
= 0.2000 = 20 cM Incorrect distance =
½(1,950 + 4,368) + 3×(35 + 90 + 172)
13,500
=
3,159 + 891
13,500
=
4,050
13,500
= 0.3000 = 30 cM Incorrect distance =
½(4,368) + 3×(90 + 172)
13,500
=
2,184 + 786
13,500
=
2,970
13,500
= 0.2200 = 22 cM Incorrect MC

ceef_b79c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c h k
c h k
385
2
+ + +
+ h +
c + k
c h k
8,490
3
+ + k
+ + k
c h +
c h +
75
4
+ + k
+ h +
c + k
c h +
3,630
5
+ h +
+ h +
c + k
c + k
11,220
6
+ h k
+ h k
c + +
c + +
200
TOTAL = 24,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and H
distance =
½(3,630) + 3×(75 + 200)
24,000
=
1,815 + 825
24,000
=
2,640
24,000
= 0.1100 = 11 cM Incorrect distance =
½(3,630 + 8,490) + 3×(75 + 385)
24,000
=
6,060 + 1,380
24,000
=
7,440
24,000
= 0.3100 = 31 cM Correct distance =
½(8,490) + 3×(385)
24,000
=
4,245 + 1,155
24,000
=
5,400
24,000
= 0.2250 = 22.50 cM Incorrect distance =
½(8,490) + 3×(200 + 385)
24,000
=
4,245 + 1,755
24,000
=
6,000
24,000
= 0.2500 = 25 cM Incorrect distance =
½(3,630 + 8,490) + 3×(75 + 200 + 385)
24,000
=
6,060 + 1,980
24,000
=
8,040
24,000
= 0.3350 = 33.50 cM Incorrect MC

53e7_5d59

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b e j
b e j
7
2
+ + +
+ e +
b + j
b e j
1,524
3
+ + j
+ + j
b e +
b e +
29
4
+ e +
+ e +
b + j
b + j
8,224
5
+ e +
+ e j
b + +
b + j
7,434
6
+ e j
+ e j
b + +
b + +
182
TOTAL = 17,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and J
distance =
½(1,524) + 3×(7 + 29)
17,400
=
762 + 108
17,400
=
870
17,400
= 0.0500 = 5 cM Incorrect distance =
½(1,524 + 7,434) + 3×(7 + 182)
17,400
=
4,479 + 567
17,400
=
5,046
17,400
= 0.2900 = 29 cM Correct distance =
½(1,524) + 3×(7)
17,400
=
762 + 21
17,400
=
783
17,400
= 0.0450 = 4.50 cM Incorrect distance =
½(7,434) + 3×(29 + 182)
17,400
=
3,717 + 633
17,400
=
4,350
17,400
= 0.2500 = 25 cM Incorrect distance =
½(1,524 + 7,434) + 3×(7 + 29 + 182)
17,400
=
4,479 + 654
17,400
=
5,133
17,400
= 0.2950 = 29.50 cM Incorrect MC

3751_5c65

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f p w
f p w
30
2
+ + w
+ + w
f p +
f p +
4,140
3
+ + w
+ p +
f + w
f p +
1,452
4
+ + w
+ p w
f + +
f p +
3,192
5
+ p +
+ p +
f + w
f + w
28
6
+ p w
+ p w
f + +
f + +
158
TOTAL = 9,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and W
distance =
½(3,192) + 3×(30 + 158)
9,000
=
1,596 + 564
9,000
=
2,160
9,000
= 0.2400 = 24 cM Incorrect distance =
½(1,452 + 3,192) + 3×(28 + 158)
9,000
=
2,322 + 558
9,000
=
2,880
9,000
= 0.3200 = 32 cM Incorrect distance =
½(1,452) + 3×(28 + 30)
9,000
=
726 + 174
9,000
=
900
9,000
= 0.1000 = 10 cM Correct distance =
½(1,452 + 3,192) + 3×(28 + 30 + 158)
9,000
=
2,322 + 648
9,000
=
2,970
9,000
= 0.3300 = 33 cM Incorrect distance =
½(1,452) + 3×(28)
9,000
=
726 + 84
9,000
=
810
9,000
= 0.0900 = 9 cM Incorrect MC

cf51_2dcf

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d n r
d n r
286
2
+ + +
+ + r
d n +
d n r
4,620
3
+ + r
+ + r
d n +
d n +
5,676
4
+ + r
+ n +
d + r
d n +
2,508
5
+ n +
+ n +
d + r
d + r
66
6
+ n r
+ n r
d + +
d + +
44
TOTAL = 13,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and R
distance =
½(4,620) + 3×(66)
13,200
=
2,310 + 198
13,200
=
2,508
13,200
= 0.1900 = 19 cM Incorrect distance =
½(2,508 + 4,620) + 3×(44 + 66 + 286)
13,200
=
3,564 + 1,188
13,200
=
4,752
13,200
= 0.3600 = 36 cM Incorrect distance =
½(2,508) + 3×(286)
13,200
=
1,254 + 858
13,200
=
2,112
13,200
= 0.1600 = 16 cM Incorrect distance =
½(2,508 + 4,620) + 3×(66 + 286)
13,200
=
3,564 + 1,056
13,200
=
4,620
13,200
= 0.3500 = 35 cM Correct distance =
½(2,508) + 3×(66)
13,200
=
1,254 + 198
13,200
=
1,452
13,200
= 0.1100 = 11 cM Incorrect MC

f1b1_cf28

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f r w
f r w
68
2
+ + +
+ r w
f + +
f r w
2,712
3
+ + w
+ + w
f r +
f r +
104
4
+ r +
+ r +
f + w
f + w
296
5
+ r +
+ r w
f + +
f + w
5,400
6
+ r w
+ r w
f + +
f + +
7,020
TOTAL = 15,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and W
distance =
½(5,400) + 3×(104 + 296)
15,600
=
2,700 + 1,200
15,600
=
3,900
15,600
= 0.2500 = 25 cM Incorrect distance =
½(2,712 + 5,400) + 3×(104)
15,600
=
4,056 + 312
15,600
=
4,368
15,600
= 0.2800 = 28 cM Incorrect distance =
½(2,712 + 5,400) + 3×(68 + 104 + 296)
15,600
=
4,056 + 1,404
15,600
=
5,460
15,600
= 0.3500 = 35 cM Incorrect distance =
½(2,712) + 3×(68 + 104)
15,600
=
1,356 + 516
15,600
=
1,872
15,600
= 0.1200 = 12 cM Incorrect distance =
½(2,712 + 5,400) + 3×(68 + 296)
15,600
=
4,056 + 1,092
15,600
=
5,148
15,600
= 0.3300 = 33 cM Correct MC

1fb6_17ac

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d n p
d n p
380
2
+ + +
+ n +
d + p
d n p
8,052
3
+ + p
+ + p
d n +
d n +
79
4
+ + p
+ n +
d + p
d n +
3,954
5
+ n +
+ n +
d + p
d + p
12,053
6
+ n p
+ n p
d + +
d + +
82
TOTAL = 24,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and N
distance =
½(8,052) + 3×(82 + 380)
24,600
=
4,026 + 1,386
24,600
=
5,412
24,600
= 0.2200 = 22 cM Incorrect distance =
½(3,954) + 3×(79)
24,600
=
1,977 + 237
24,600
=
2,214
24,600
= 0.0900 = 9 cM Incorrect distance =
½(8,052) + 3×(380)
24,600
=
4,026 + 1,140
24,600
=
5,166
24,600
= 0.2100 = 21 cM Incorrect distance =
½(3,954 + 8,052) + 3×(79 + 380)
24,600
=
6,003 + 1,377
24,600
=
7,380
24,600
= 0.3000 = 30 cM Correct distance =
½(3,954) + 3×(79 + 82)
24,600
=
1,977 + 483
24,600
=
2,460
24,600
= 0.1000 = 10 cM Incorrect MC

d07f_d5a7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d n t
d n t
2
2
+ + +
+ n t
d + +
d n t
366
3
+ + t
+ + t
d n +
d n +
20
4
+ + t
+ n t
d + +
d n +
1,014
5
+ n +
+ n +
d + t
d + t
7
6
+ n t
+ n t
d + +
d + +
2,791
TOTAL = 4,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and N
distance =
½(366) + 3×(2)
4,200
=
183 + 6
4,200
=
189
4,200
= 0.0450 = 4.50 cM Incorrect distance =
½(1,014) + 3×(20)
4,200
=
507 + 60
4,200
=
567
4,200
= 0.1350 = 13.50 cM Incorrect distance =
½(366) + 3×(2 + 7)
4,200
=
183 + 27
4,200
=
210
4,200
= 0.0500 = 5 cM Incorrect distance =
½(366 + 1,014) + 3×(2 + 20)
4,200
=
690 + 66
4,200
=
756
4,200
= 0.1800 = 18 cM Correct distance =
½(1,014) + 3×(7 + 20)
4,200
=
507 + 81
4,200
=
588
4,200
= 0.1400 = 14 cM Incorrect MC

2d19_5f53

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b m x
b m x
29
2
+ + +
+ m +
b + x
b m x
1,554
3
+ + x
+ + x
b m +
b m +
32
4
+ m +
+ m +
b + x
b + x
4,272
5
+ m +
+ m x
b + +
b + x
3,534
6
+ m x
+ m x
b + +
b + +
179
TOTAL = 9,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
distance =
½(1,554 + 3,534) + 3×(29 + 32 + 179)
9,600
=
2,544 + 720
9,600
=
3,264
9,600
= 0.3400 = 34 cM Incorrect distance =
½(1,554) + 3×(29)
9,600
=
777 + 87
9,600
=
864
9,600
= 0.0900 = 9 cM Incorrect distance =
½(1,554) + 3×(29 + 32)
9,600
=
777 + 183
9,600
=
960
9,600
= 0.1000 = 10 cM Incorrect distance =
½(1,554 + 3,534) + 3×(29 + 179)
9,600
=
2,544 + 624
9,600
=
3,168
9,600
= 0.3300 = 33 cM Incorrect distance =
½(3,534) + 3×(32 + 179)
9,600
=
1,767 + 633
9,600
=
2,400
9,600
= 0.2500 = 25 cM Correct MC

a844_e1a6

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k m n
k m n
288
2
+ + +
+ + n
k m +
k m n
4,194
3
+ + n
+ + n
k m +
k m +
5,355
4
+ + n
+ m n
k + +
k m +
2,610
5
+ m +
+ m +
k + n
k + n
63
6
+ m n
+ m n
k + +
k + +
90
TOTAL = 12,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and N
distance =
½(2,610 + 4,194) + 3×(63)
12,600
=
3,402 + 189
12,600
=
3,591
12,600
= 0.2850 = 28.50 cM Incorrect distance =
½(2,610) + 3×(63 + 90)
12,600
=
1,305 + 459
12,600
=
1,764
12,600
= 0.1400 = 14 cM Incorrect distance =
½(2,610 + 4,194) + 3×(90 + 288)
12,600
=
3,402 + 1,134
12,600
=
4,536
12,600
= 0.3600 = 36 cM Incorrect distance =
½(4,194) + 3×(63 + 288)
12,600
=
2,097 + 1,053
12,600
=
3,150
12,600
= 0.2500 = 25 cM Correct distance =
½(4,194) + 3×(288)
12,600
=
2,097 + 864
12,600
=
2,961
12,600
= 0.2350 = 23.50 cM Incorrect MC

897a_4983

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e j p
e j p
14
2
+ + +
+ j +
e + p
e j p
1,860
3
+ + p
+ + p
e j +
e j +
36
4
+ j +
+ j +
e + p
e + p
15,122
5
+ j +
+ j p
e + +
e + p
4,488
6
+ j p
+ j p
e + +
e + +
80
TOTAL = 21,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and P
distance =
½(4,488) + 3×(36 + 80)
21,600
=
2,244 + 348
21,600
=
2,592
21,600
= 0.1200 = 12 cM Incorrect distance =
½(1,860 + 4,488) + 3×(14 + 36 + 80)
21,600
=
3,174 + 390
21,600
=
3,564
21,600
= 0.1650 = 16.50 cM Incorrect distance =
½(4,488) + 3×(80)
21,600
=
2,244 + 240
21,600
=
2,484
21,600
= 0.1150 = 11.50 cM Incorrect distance =
½(1,860) + 3×(14 + 36)
21,600
=
930 + 150
21,600
=
1,080
21,600
= 0.0500 = 5 cM Incorrect distance =
½(1,860 + 4,488) + 3×(14 + 80)
21,600
=
3,174 + 282
21,600
=
3,456
21,600
= 0.1600 = 16 cM Correct MC

c52b_d6f8

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a c d
a c d
43
2
+ + +
+ c d
a + +
a c d
2,190
3
+ + d
+ + d
a c +
a c +
173
4
+ + d
+ c d
a + +
a c +
4,290
5
+ c +
+ c +
a + d
a + d
72
6
+ c d
+ c d
a + +
a + +
7,632
TOTAL = 14,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and C
distance =
½(2,190) + 3×(43 + 72)
14,400
=
1,095 + 345
14,400
=
1,440
14,400
= 0.1000 = 10 cM Incorrect distance =
½(2,190 + 4,290) + 3×(43 + 173)
14,400
=
3,240 + 648
14,400
=
3,888
14,400
= 0.2700 = 27 cM Correct distance =
½(4,290) + 3×(173)
14,400
=
2,145 + 519
14,400
=
2,664
14,400
= 0.1850 = 18.50 cM Incorrect distance =
½(2,190 + 4,290) + 3×(72)
14,400
=
3,240 + 216
14,400
=
3,456
14,400
= 0.2400 = 24 cM Incorrect distance =
½(4,290) + 3×(72 + 173)
14,400
=
2,145 + 735
14,400
=
2,880
14,400
= 0.2000 = 20 cM Incorrect MC

4289_8cd5

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m t y
m t y
117
2
+ + y
+ + y
m t +
m t +
119
3
+ + y
+ t y
m + +
m t +
4,200
4
+ t +
+ t +
m + y
m + y
185
5
+ t +
+ t y
m + +
m + y
5,208
6
+ t y
+ t y
m + +
m + +
13,571
TOTAL = 23,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes T and Y
distance =
½(5,208) + 3×(117 + 185)
23,400
=
2,604 + 906
23,400
=
3,510
23,400
= 0.1500 = 15 cM Incorrect distance =
½(4,200) + 3×(117 + 119)
23,400
=
2,100 + 708
23,400
=
2,808
23,400
= 0.1200 = 12 cM Incorrect distance =
½(5,208) + 3×(185)
23,400
=
2,604 + 555
23,400
=
3,159
23,400
= 0.1350 = 13.50 cM Incorrect distance =
½(4,200 + 5,208) + 3×(117 + 119 + 185)
23,400
=
4,704 + 1,263
23,400
=
5,967
23,400
= 0.2550 = 25.50 cM Incorrect distance =
½(4,200 + 5,208) + 3×(119 + 185)
23,400
=
4,704 + 912
23,400
=
5,616
23,400
= 0.2400 = 24 cM Correct MC

90cf_5945

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k n t
k n t
29
2
+ + +
+ n t
k + +
k n t
1,866
3
+ + t
+ + t
k n +
k n +
221
4
+ + t
+ n t
k + +
k n +
4,554
5
+ n +
+ n +
k + t
k + t
20
6
+ n t
+ n t
k + +
k + +
5,310
TOTAL = 12,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and T
distance =
½(4,554) + 3×(221)
12,000
=
2,277 + 663
12,000
=
2,940
12,000
= 0.2450 = 24.50 cM Incorrect distance =
½(4,554) + 3×(29)
12,000
=
2,277 + 87
12,000
=
2,364
12,000
= 0.1970 = 19.70 cM Incorrect distance =
½(4,554) + 3×(20 + 221)
12,000
=
2,277 + 723
12,000
=
3,000
12,000
= 0.2500 = 25 cM Correct distance =
½(1,866 + 4,554) + 3×(29 + 221)
12,000
=
3,210 + 750
12,000
=
3,960
12,000
= 0.3300 = 33 cM Incorrect distance =
½(1,866) + 3×(20 + 29)
12,000
=
933 + 147
12,000
=
1,080
12,000
= 0.0900 = 9 cM Incorrect MC

60a4_8eb7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d f h
d f h
119
2
+ + h
+ + h
d f +
d f +
153
3
+ + h
+ f +
d + h
d f +
2,448
4
+ f +
+ f +
d + h
d + h
4,284
5
+ f +
+ f h
d + +
d + h
2,958
6
+ f h
+ f h
d + +
d + +
238
TOTAL = 10,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and H
distance =
½(2,448) + 3×(119 + 153 + 238)
10,200
=
1,224 + 1,530
10,200
=
2,754
10,200
= 0.2700 = 27 cM Incorrect distance =
½(2,958) + 3×(119 + 238)
10,200
=
1,479 + 1,071
10,200
=
2,550
10,200
= 0.2500 = 25 cM Correct distance =
½(2,958) + 3×(119)
10,200
=
1,479 + 357
10,200
=
1,836
10,200
= 0.1800 = 18 cM Incorrect distance =
½(2,958) + 3×(153)
10,200
=
1,479 + 459
10,200
=
1,938
10,200
= 0.1900 = 19 cM Incorrect distance =
½(2,958) + 3×(153 + 238)
10,200
=
1,479 + 1,173
10,200
=
2,652
10,200
= 0.2600 = 26 cM Incorrect MC

da8e_6003

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e j y
e j y
37
2
+ + y
+ + y
e j +
e j +
2
3
+ + y
+ j y
e + +
e j +
1,098
4
+ j +
+ j +
e + y
e + y
94
5
+ j +
+ j y
e + +
e + y
8,094
6
+ j y
+ j y
e + +
e + +
12,875
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and Y
distance =
½(1,098) + 3×(2 + 37)
22,200
=
549 + 117
22,200
=
666
22,200
= 0.0300 = 3 cM Incorrect distance =
½(1,098 + 8,094) + 3×(2 + 94)
22,200
=
4,596 + 288
22,200
=
4,884
22,200
= 0.2200 = 22 cM Incorrect distance =
½(8,094) + 3×(37 + 94)
22,200
=
4,047 + 393
22,200
=
4,440
22,200
= 0.2000 = 20 cM Correct distance =
½(8,094) + 3×(94)
22,200
=
4,047 + 282
22,200
=
4,329
22,200
= 0.1950 = 19.50 cM Incorrect distance =
½(1,098) + 3×(2)
22,200
=
549 + 6
22,200
=
555
22,200
= 0.0250 = 2.50 cM Incorrect MC

ad86_fad8

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a c y
a c y
51
2
+ + y
+ + y
a c +
a c +
60
3
+ + y
+ c +
a + y
a c +
1,170
4
+ c +
+ c +
a + y
a + y
2,450
5
+ c +
+ c y
a + +
a + y
1,296
6
+ c y
+ c y
a + +
a + +
73
TOTAL = 5,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and Y
distance =
½(1,170) + 3×(51 + 60)
5,100
=
585 + 333
5,100
=
918
5,100
= 0.1800 = 18 cM Incorrect distance =
½(1,296) + 3×(73)
5,100
=
648 + 219
5,100
=
867
5,100
= 0.1700 = 17 cM Incorrect distance =
½(1,170 + 1,296) + 3×(51 + 60 + 73)
5,100
=
1,233 + 552
5,100
=
1,785
5,100
= 0.3500 = 35 cM Incorrect distance =
½(1,170) + 3×(60)
5,100
=
585 + 180
5,100
=
765
5,100
= 0.1500 = 15 cM Incorrect distance =
½(1,170 + 1,296) + 3×(60 + 73)
5,100
=
1,233 + 399
5,100
=
1,632
5,100
= 0.3200 = 32 cM Correct MC

1580_04c9

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a p t
a p t
77
2
+ + t
+ + t
a p +
a p +
11,548
3
+ + t
+ p +
a + t
a p +
4,326
4
+ + t
+ p t
a + +
a p +
6,672
5
+ p +
+ p +
a + t
a + t
126
6
+ p t
+ p t
a + +
a + +
351
TOTAL = 23,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and P
distance =
½(4,326) + 3×(126)
23,100
=
2,163 + 378
23,100
=
2,541
23,100
= 0.1100 = 11 cM Incorrect distance =
½(4,326 + 6,672) + 3×(77 + 126 + 351)
23,100
=
5,499 + 1,662
23,100
=
7,161
23,100
= 0.3100 = 31 cM Incorrect distance =
½(4,326 + 6,672) + 3×(126 + 351)
23,100
=
5,499 + 1,431
23,100
=
6,930
23,100
= 0.3000 = 30 cM Correct distance =
½(6,672) + 3×(351)
23,100
=
3,336 + 1,053
23,100
=
4,389
23,100
= 0.1900 = 19 cM Incorrect distance =
½(4,326) + 3×(77 + 126)
23,100
=
2,163 + 609
23,100
=
2,772
23,100
= 0.1200 = 12 cM Incorrect MC

196b_fbaa

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k y
f k y
212
2
+ + +
+ + y
f k +
f k y
3,858
3
+ + y
+ + y
f k +
f k +
6,550
4
+ + y
+ k +
f + y
f k +
2,646
5
+ k +
+ k +
f + y
f + y
99
6
+ k y
+ k y
f + +
f + +
135
TOTAL = 13,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and Y
distance =
½(2,646) + 3×(99 + 135)
13,500
=
1,323 + 702
13,500
=
2,025
13,500
= 0.1500 = 15 cM Incorrect distance =
½(2,646 + 3,858) + 3×(99 + 135 + 212)
13,500
=
3,252 + 1,338
13,500
=
4,590
13,500
= 0.3400 = 34 cM Incorrect distance =
½(2,646 + 3,858) + 3×(99 + 212)
13,500
=
3,252 + 933
13,500
=
4,185
13,500
= 0.3100 = 31 cM Incorrect distance =
½(2,646) + 3×(99)
13,500
=
1,323 + 297
13,500
=
1,620
13,500
= 0.1200 = 12 cM Incorrect distance =
½(3,858) + 3×(135 + 212)
13,500
=
1,929 + 1,041
13,500
=
2,970
13,500
= 0.2200 = 22 cM Correct MC

5f8a_7617

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k t w
k t w
39
2
+ + w
+ + w
k t +
k t +
58
3
+ + w
+ t +
k + w
k t +
3,162
4
+ t +
+ t +
k + w
k + w
16,145
5
+ t +
+ t w
k + +
k + w
3,906
6
+ t w
+ t w
k + +
k + +
90
TOTAL = 23,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and W
distance =
½(3,162) + 3×(58)
23,400
=
1,581 + 174
23,400
=
1,755
23,400
= 0.0750 = 7.50 cM Incorrect distance =
½(3,162) + 3×(39 + 58)
23,400
=
1,581 + 291
23,400
=
1,872
23,400
= 0.0800 = 8 cM Incorrect distance =
½(3,906) + 3×(90)
23,400
=
1,953 + 270
23,400
=
2,223
23,400
= 0.0950 = 9.50 cM Incorrect distance =
½(3,162 + 3,906) + 3×(58 + 90)
23,400
=
3,534 + 444
23,400
=
3,978
23,400
= 0.1700 = 17 cM Correct distance =
½(3,906) + 3×(39 + 90)
23,400
=
1,953 + 387
23,400
=
2,340
23,400
= 0.1000 = 10 cM Incorrect MC

8973_1d3c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e x y
e x y
10
2
+ + +
+ x +
e + y
e x y
2,196
3
+ + y
+ + y
e x +
e x +
94
4
+ x +
+ x +
e + y
e + y
13,609
5
+ x +
+ x y
e + +
e + y
12,042
6
+ x y
+ x y
e + +
e + +
249
TOTAL = 28,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and X
distance =
½(2,196) + 3×(10)
28,200
=
1,098 + 30
28,200
=
1,128
28,200
= 0.0400 = 4 cM Incorrect distance =
½(12,042) + 3×(94 + 249)
28,200
=
6,021 + 1,029
28,200
=
7,050
28,200
= 0.2500 = 25 cM Incorrect distance =
½(2,196 + 12,042) + 3×(10 + 94 + 249)
28,200
=
7,119 + 1,059
28,200
=
8,178
28,200
= 0.2900 = 29 cM Incorrect distance =
½(2,196) + 3×(10 + 94)
28,200
=
1,098 + 312
28,200
=
1,410
28,200
= 0.0500 = 5 cM Correct distance =
½(12,042) + 3×(249)
28,200
=
6,021 + 747
28,200
=
6,768
28,200
= 0.2400 = 24 cM Incorrect MC

c8c2_2661

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a n y
a n y
48
2
+ + y
+ + y
a n +
a n +
20,737
3
+ + y
+ n +
a + y
a n +
2,970
4
+ + y
+ n y
a + +
a n +
4,920
5
+ n +
+ n +
a + y
a + y
33
6
+ n y
+ n y
a + +
a + +
92
TOTAL = 28,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and Y
distance =
½(4,920) + 3×(92)
28,800
=
2,460 + 276
28,800
=
2,736
28,800
= 0.0950 = 9.50 cM Incorrect distance =
½(4,920) + 3×(48 + 92)
28,800
=
2,460 + 420
28,800
=
2,880
28,800
= 0.1000 = 10 cM Correct distance =
½(2,970) + 3×(33 + 48)
28,800
=
1,485 + 243
28,800
=
1,728
28,800
= 0.0600 = 6 cM Incorrect distance =
½(2,970) + 3×(33)
28,800
=
1,485 + 99
28,800
=
1,584
28,800
= 0.0550 = 5.50 cM Incorrect distance =
½(2,970 + 4,920) + 3×(33 + 92)
28,800
=
3,945 + 375
28,800
=
4,320
28,800
= 0.1500 = 15 cM Incorrect MC

760c_1198

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e w y
e w y
379
2
+ + +
+ w +
e + y
e w y
4,614
3
+ + y
+ + y
e w +
e w +
293
4
+ + y
+ w +
e + y
e w +
4,122
5
+ w +
+ w +
e + y
e + y
7,140
6
+ w y
+ w y
e + +
e + +
252
TOTAL = 16,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and Y
distance =
½(4,122 + 4,614) + 3×(293 + 379)
16,800
=
4,368 + 2,016
16,800
=
6,384
16,800
= 0.3800 = 38 cM Incorrect distance =
½(4,614) + 3×(252 + 379)
16,800
=
2,307 + 1,893
16,800
=
4,200
16,800
= 0.2500 = 25 cM Incorrect distance =
½(4,122) + 3×(293)
16,800
=
2,061 + 879
16,800
=
2,940
16,800
= 0.1750 = 17.50 cM Incorrect distance =
½(4,122) + 3×(252 + 293)
16,800
=
2,061 + 1,635
16,800
=
3,696
16,800
= 0.2200 = 22 cM Correct distance =
½(4,122 + 4,614) + 3×(252 + 293 + 379)
16,800
=
4,368 + 2,772
16,800
=
7,140
16,800
= 0.4250 = 42.50 cM Incorrect MC

5986_78b9

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f h m
f h m
67
2
+ + +
+ h m
f + +
f h m
3,000
3
+ + m
+ + m
f h +
f h +
126
4
+ h +
+ h +
f + m
f + m
223
5
+ h +
+ h m
f + +
f + m
5,466
6
+ h m
+ h m
f + +
f + +
10,018
TOTAL = 18,900

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and M
distance =
½(3,000 + 5,466) + 3×(67 + 223)
18,900
=
4,233 + 870
18,900
=
5,103
18,900
= 0.2700 = 27 cM Incorrect distance =
½(3,000) + 3×(67)
18,900
=
1,500 + 201
18,900
=
1,701
18,900
= 0.0900 = 9 cM Incorrect distance =
½(5,466) + 3×(223)
18,900
=
2,733 + 669
18,900
=
3,402
18,900
= 0.1800 = 18 cM Incorrect distance =
½(5,466) + 3×(126 + 223)
18,900
=
2,733 + 1,047
18,900
=
3,780
18,900
= 0.2000 = 20 cM Correct distance =
½(3,000 + 5,466) + 3×(67 + 126 + 223)
18,900
=
4,233 + 1,248
18,900
=
5,481
18,900
= 0.2900 = 29 cM Incorrect MC

996c_c6c8

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a d h
a d h
212
2
+ + +
+ d +
a + h
a d h
8,874
3
+ + h
+ + h
a d +
a d +
19
4
+ + h
+ d +
a + h
a d +
2,556
5
+ d +
+ d +
a + h
a + h
14,950
6
+ d h
+ d h
a + +
a + +
89
TOTAL = 26,700

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and H
distance =
½(2,556) + 3×(19)
26,700
=
1,278 + 57
26,700
=
1,335
26,700
= 0.0500 = 5 cM Incorrect distance =
½(8,874) + 3×(89 + 212)
26,700
=
4,437 + 903
26,700
=
5,340
26,700
= 0.2000 = 20 cM Incorrect distance =
½(2,556) + 3×(19 + 89)
26,700
=
1,278 + 324
26,700
=
1,602
26,700
= 0.0600 = 6 cM Correct distance =
½(8,874) + 3×(212)
26,700
=
4,437 + 636
26,700
=
5,073
26,700
= 0.1900 = 19 cM Incorrect distance =
½(2,556 + 8,874) + 3×(19 + 212)
26,700
=
5,715 + 693
26,700
=
6,408
26,700
= 0.2400 = 24 cM Incorrect MC

4ce5_c4c4

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c j t
c j t
116
2
+ + +
+ j +
c + t
c j t
2,262
3
+ + t
+ + t
c j +
c j +
119
4
+ j +
+ j +
c + t
c + t
4,437
5
+ j +
+ j t
c + +
c + t
3,042
6
+ j t
+ j t
c + +
c + +
224
TOTAL = 10,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and T
distance =
½(2,262 + 3,042) + 3×(116 + 224)
10,200
=
2,652 + 1,020
10,200
=
3,672
10,200
= 0.3600 = 36 cM Correct distance =
½(2,262 + 3,042) + 3×(119)
10,200
=
2,652 + 357
10,200
=
3,009
10,200
= 0.2950 = 29.50 cM Incorrect distance =
½(2,262) + 3×(116 + 119)
10,200
=
1,131 + 705
10,200
=
1,836
10,200
= 0.1800 = 18 cM Incorrect distance =
½(2,262) + 3×(116)
10,200
=
1,131 + 348
10,200
=
1,479
10,200
= 0.1450 = 14.50 cM Incorrect distance =
½(3,042) + 3×(119 + 224)
10,200
=
1,521 + 1,029
10,200
=
2,550
10,200
= 0.2500 = 25 cM Incorrect MC

797b_a3bb

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b m x
b m x
229
2
+ + +
+ m +
b + x
b m x
5,592
3
+ + x
+ + x
b m +
b m +
129
4
+ m +
+ m +
b + x
b + x
11,737
5
+ m +
+ m x
b + +
b + x
7,620
6
+ m x
+ m x
b + +
b + +
493
TOTAL = 25,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
distance =
½(5,592 + 7,620) + 3×(129 + 229 + 493)
25,800
=
6,606 + 2,553
25,800
=
9,159
25,800
= 0.3550 = 35.50 cM Incorrect distance =
½(5,592) + 3×(129 + 229)
25,800
=
2,796 + 1,074
25,800
=
3,870
25,800
= 0.1500 = 15 cM Incorrect distance =
½(5,592 + 7,620) + 3×(229 + 493)
25,800
=
6,606 + 2,166
25,800
=
8,772
25,800
= 0.3400 = 34 cM Incorrect distance =
½(5,592) + 3×(229)
25,800
=
2,796 + 687
25,800
=
3,483
25,800
= 0.1350 = 13.50 cM Incorrect distance =
½(7,620) + 3×(129 + 493)
25,800
=
3,810 + 1,866
25,800
=
5,676
25,800
= 0.2200 = 22 cM Correct MC

4ba5_30d7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e f m
e f m
238
2
+ + +
+ + m
e f +
e f m
5,982
3
+ + m
+ + m
e f +
e f +
10,335
4
+ + m
+ f m
e + +
e f +
2,832
5
+ f +
+ f +
e + m
e + m
65
6
+ f m
+ f m
e + +
e + +
48
TOTAL = 19,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and F
distance =
½(2,832) + 3×(48 + 65)
19,500
=
1,416 + 339
19,500
=
1,755
19,500
= 0.0900 = 9 cM Correct distance =
½(2,832 + 5,982) + 3×(48 + 238)
19,500
=
4,407 + 858
19,500
=
5,265
19,500
= 0.2700 = 27 cM Incorrect distance =
½(5,982) + 3×(238)
19,500
=
2,991 + 714
19,500
=
3,705
19,500
= 0.1900 = 19 cM Incorrect distance =
½(5,982) + 3×(65 + 238)
19,500
=
2,991 + 909
19,500
=
3,900
19,500
= 0.2000 = 20 cM Incorrect distance =
½(2,832) + 3×(48)
19,500
=
1,416 + 144
19,500
=
1,560
19,500
= 0.0800 = 8 cM Incorrect MC

53ae_0536

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e j n
e j n
299
2
+ + +
+ + n
e j +
e j n
7,626
3
+ + n
+ + n
e j +
e j +
12,010
4
+ + n
+ j +
e + n
e j +
3,396
5
+ j +
+ j +
e + n
e + n
62
6
+ j n
+ j n
e + +
e + +
157
TOTAL = 23,550

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and J
distance =
½(3,396 + 7,626) + 3×(62 + 157 + 299)
23,550
=
5,511 + 1,554
23,550
=
7,065
23,550
= 0.3000 = 30 cM Incorrect distance =
½(7,626) + 3×(157 + 299)
23,550
=
3,813 + 1,368
23,550
=
5,181
23,550
= 0.2200 = 22 cM Incorrect distance =
½(7,626) + 3×(299)
23,550
=
3,813 + 897
23,550
=
4,710
23,550
= 0.2000 = 20 cM Incorrect distance =
½(3,396) + 3×(62 + 157)
23,550
=
1,698 + 657
23,550
=
2,355
23,550
= 0.1000 = 10 cM Correct distance =
½(3,396 + 7,626) + 3×(62 + 299)
23,550
=
5,511 + 1,083
23,550
=
6,594
23,550
= 0.2800 = 28 cM Incorrect MC

d127_30fc

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b f t
b f t
163
2
+ + +
+ f +
b + t
b f t
2,622
3
+ + t
+ + t
b f +
b f +
37
4
+ + t
+ f +
b + t
b f +
1,428
5
+ f +
+ f +
b + t
b + t
3,225
6
+ f t
+ f t
b + +
b + +
25
TOTAL = 7,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and T
distance =
½(1,428 + 2,622) + 3×(25)
7,500
=
2,025 + 75
7,500
=
2,100
7,500
= 0.2800 = 28 cM Incorrect distance =
½(1,428) + 3×(25 + 37)
7,500
=
714 + 186
7,500
=
900
7,500
= 0.1200 = 12 cM Correct distance =
½(2,622) + 3×(25 + 163)
7,500
=
1,311 + 564
7,500
=
1,875
7,500
= 0.2500 = 25 cM Incorrect distance =
½(1,428 + 2,622) + 3×(37 + 163)
7,500
=
2,025 + 600
7,500
=
2,625
7,500
= 0.3500 = 35 cM Incorrect distance =
½(2,622) + 3×(163)
7,500
=
1,311 + 489
7,500
=
1,800
7,500
= 0.2400 = 24 cM Incorrect MC

f7cc_707a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b k w
b k w
86
2
+ + w
+ + w
b k +
b k +
33
3
+ + w
+ k +
b + w
b k +
1,866
4
+ k +
+ k +
b + w
b + w
6,194
5
+ k +
+ k w
b + +
b + w
4,530
6
+ k w
+ k w
b + +
b + +
191
TOTAL = 12,900

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and W
distance =
½(4,530) + 3×(86 + 191)
12,900
=
2,265 + 831
12,900
=
3,096
12,900
= 0.2400 = 24 cM Incorrect distance =
½(1,866 + 4,530) + 3×(33 + 86 + 191)
12,900
=
3,198 + 930
12,900
=
4,128
12,900
= 0.3200 = 32 cM Incorrect distance =
½(1,866) + 3×(33)
12,900
=
933 + 99
12,900
=
1,032
12,900
= 0.0800 = 8 cM Incorrect distance =
½(4,530) + 3×(191)
12,900
=
2,265 + 573
12,900
=
2,838
12,900
= 0.2200 = 22 cM Incorrect distance =
½(1,866 + 4,530) + 3×(33 + 191)
12,900
=
3,198 + 672
12,900
=
3,870
12,900
= 0.3000 = 30 cM Correct MC

5a93_8902

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m t w
m t w
105
2
+ + +
+ + w
m t +
m t w
5,364
3
+ + w
+ + w
m t +
m t +
14,761
4
+ + w
+ t w
m + +
m t +
1,920
5
+ t +
+ t +
m + w
m + w
37
6
+ t w
+ t w
m + +
m + +
13
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes T and W
distance =
½(1,920 + 5,364) + 3×(13 + 37 + 105)
22,200
=
3,642 + 465
22,200
=
4,107
22,200
= 0.1850 = 18.50 cM Incorrect distance =
½(1,920) + 3×(13 + 37)
22,200
=
960 + 150
22,200
=
1,110
22,200
= 0.0500 = 5 cM Incorrect distance =
½(1,920) + 3×(13)
22,200
=
960 + 39
22,200
=
999
22,200
= 0.0450 = 4.50 cM Incorrect distance =
½(5,364) + 3×(37 + 105)
22,200
=
2,682 + 426
22,200
=
3,108
22,200
= 0.1400 = 14 cM Incorrect distance =
½(1,920 + 5,364) + 3×(13 + 105)
22,200
=
3,642 + 354
22,200
=
3,996
22,200
= 0.1800 = 18 cM Correct MC

baad_7fc6

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e t y
e t y
26
2
+ + y
+ + y
e t +
e t +
9,827
3
+ + y
+ t +
e + y
e t +
2,568
4
+ + y
+ t y
e + +
e t +
3,018
5
+ t +
+ t +
e + y
e + y
66
6
+ t y
+ t y
e + +
e + +
95
TOTAL = 15,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and T
distance =
½(2,568 + 3,018) + 3×(26 + 66 + 95)
15,600
=
2,793 + 561
15,600
=
3,354
15,600
= 0.2150 = 21.50 cM Incorrect distance =
½(2,568) + 3×(26 + 66)
15,600
=
1,284 + 276
15,600
=
1,560
15,600
= 0.1000 = 10 cM Incorrect distance =
½(3,018) + 3×(26 + 95)
15,600
=
1,509 + 363
15,600
=
1,872
15,600
= 0.1200 = 12 cM Incorrect distance =
½(2,568 + 3,018) + 3×(66 + 95)
15,600
=
2,793 + 483
15,600
=
3,276
15,600
= 0.2100 = 21 cM Correct distance =
½(3,018) + 3×(95)
15,600
=
1,509 + 285
15,600
=
1,794
15,600
= 0.1150 = 11.50 cM Incorrect MC

ba6a_92d4

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d p t
d p t
184
2
+ + t
+ + t
d p +
d p +
251
3
+ + t
+ p +
d + t
d p +
3,462
4
+ p +
+ p +
d + t
d + t
5,727
5
+ p +
+ p t
d + +
d + t
3,852
6
+ p t
+ p t
d + +
d + +
324
TOTAL = 13,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and T
distance =
½(3,852) + 3×(184 + 324)
13,800
=
1,926 + 1,524
13,800
=
3,450
13,800
= 0.2500 = 25 cM Incorrect distance =
½(3,462) + 3×(251)
13,800
=
1,731 + 753
13,800
=
2,484
13,800
= 0.1800 = 18 cM Incorrect distance =
½(3,462 + 3,852) + 3×(251 + 324)
13,800
=
3,657 + 1,725
13,800
=
5,382
13,800
= 0.3900 = 39 cM Correct distance =
½(3,852) + 3×(324)
13,800
=
1,926 + 972
13,800
=
2,898
13,800
= 0.2100 = 21 cM Incorrect distance =
½(3,462 + 3,852) + 3×(184 + 251 + 324)
13,800
=
3,657 + 2,277
13,800
=
5,934
13,800
= 0.4300 = 43 cM Incorrect MC

1ded_7f13

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b f w
b f w
97
2
+ + +
+ f +
b + w
b f w
1,578
3
+ + w
+ + w
b f +
b f +
79
4
+ + w
+ f +
b + w
b f +
1,446
5
+ f +
+ f +
b + w
b + w
2,760
6
+ f w
+ f w
b + +
b + +
40
TOTAL = 6,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and F
distance =
½(1,578) + 3×(97)
6,000
=
789 + 291
6,000
=
1,080
6,000
= 0.1800 = 18 cM Incorrect distance =
½(1,446 + 1,578) + 3×(79 + 97)
6,000
=
1,512 + 528
6,000
=
2,040
6,000
= 0.3400 = 34 cM Correct distance =
½(1,578) + 3×(40 + 97)
6,000
=
789 + 411
6,000
=
1,200
6,000
= 0.2000 = 20 cM Incorrect distance =
½(1,446 + 1,578) + 3×(40 + 79 + 97)
6,000
=
1,512 + 648
6,000
=
2,160
6,000
= 0.3600 = 36 cM Incorrect distance =
½(1,446) + 3×(79)
6,000
=
723 + 237
6,000
=
960
6,000
= 0.1600 = 16 cM Incorrect MC

93d2_441b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d e f
d e f
112
2
+ + +
+ e +
d + f
d e f
3,000
3
+ + f
+ + f
d e +
d e +
153
4
+ e +
+ e +
d + f
d + f
7,039
5
+ e +
+ e f
d + +
d + f
4,710
6
+ e f
+ e f
d + +
d + +
286
TOTAL = 15,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and F
distance =
½(3,000 + 4,710) + 3×(112 + 153 + 286)
15,300
=
3,855 + 1,653
15,300
=
5,508
15,300
= 0.3600 = 36 cM Incorrect distance =
½(4,710) + 3×(286)
15,300
=
2,355 + 858
15,300
=
3,213
15,300
= 0.2100 = 21 cM Incorrect distance =
½(3,000 + 4,710) + 3×(112 + 286)
15,300
=
3,855 + 1,194
15,300
=
5,049
15,300
= 0.3300 = 33 cM Incorrect distance =
½(4,710) + 3×(153 + 286)
15,300
=
2,355 + 1,317
15,300
=
3,672
15,300
= 0.2400 = 24 cM Correct distance =
½(3,000) + 3×(112 + 153)
15,300
=
1,500 + 795
15,300
=
2,295
15,300
= 0.1500 = 15 cM Incorrect MC

16d0_3364

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e p t
e p t
81
2
+ + +
+ p t
e + +
e p t
2,394
3
+ + t
+ + t
e p +
e p +
80
4
+ p +
+ p +
e + t
e + t
259
5
+ p +
+ p t
e + +
e + t
3,966
6
+ p t
+ p t
e + +
e + +
5,220
TOTAL = 12,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and T
distance =
½(2,394 + 3,966) + 3×(80 + 81 + 259)
12,000
=
3,180 + 1,260
12,000
=
4,440
12,000
= 0.3700 = 37 cM Incorrect distance =
½(3,966) + 3×(80 + 259)
12,000
=
1,983 + 1,017
12,000
=
3,000
12,000
= 0.2500 = 25 cM Correct distance =
½(2,394) + 3×(80 + 81)
12,000
=
1,197 + 483
12,000
=
1,680
12,000
= 0.1400 = 14 cM Incorrect distance =
½(2,394) + 3×(81)
12,000
=
1,197 + 243
12,000
=
1,440
12,000
= 0.1200 = 12 cM Incorrect distance =
½(2,394 + 3,966) + 3×(81 + 259)
12,000
=
3,180 + 1,020
12,000
=
4,200
12,000
= 0.3500 = 35 cM Incorrect MC

83fa_af01

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d p w
d p w
11
2
+ + +
+ p +
d + w
d p w
1,716
3
+ + w
+ + w
d p +
d p +
33
4
+ p +
+ p +
d + w
d + w
12,472
5
+ p +
+ p w
d + +
d + w
5,454
6
+ p w
+ p w
d + +
d + +
114
TOTAL = 19,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and P
distance =
½(1,716 + 5,454) + 3×(11 + 114)
19,800
=
3,585 + 375
19,800
=
3,960
19,800
= 0.2000 = 20 cM Incorrect distance =
½(1,716) + 3×(11 + 33)
19,800
=
858 + 132
19,800
=
990
19,800
= 0.0500 = 5 cM Correct distance =
½(5,454) + 3×(33 + 114)
19,800
=
2,727 + 441
19,800
=
3,168
19,800
= 0.1600 = 16 cM Incorrect distance =
½(1,716) + 3×(11)
19,800
=
858 + 33
19,800
=
891
19,800
= 0.0450 = 4.50 cM Incorrect distance =
½(5,454) + 3×(114)
19,800
=
2,727 + 342
19,800
=
3,069
19,800
= 0.1550 = 15.50 cM Incorrect MC

9513_4a5f

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j n y
j n y
80
2
+ + +
+ n +
j + y
j n y
2,796
3
+ + y
+ + y
j n +
j n +
7
4
+ + y
+ n +
j + y
j n +
882
5
+ n +
+ n +
j + y
j + y
4,621
6
+ n y
+ n y
j + +
j + +
14
TOTAL = 8,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and Y
distance =
½(882) + 3×(7 + 14)
8,400
=
441 + 63
8,400
=
504
8,400
= 0.0600 = 6 cM Incorrect distance =
½(882 + 2,796) + 3×(7 + 80)
8,400
=
1,839 + 261
8,400
=
2,100
8,400
= 0.2500 = 25 cM Incorrect distance =
½(2,796) + 3×(14 + 80)
8,400
=
1,398 + 282
8,400
=
1,680
8,400
= 0.2000 = 20 cM Correct distance =
½(2,796) + 3×(80)
8,400
=
1,398 + 240
8,400
=
1,638
8,400
= 0.1950 = 19.50 cM Incorrect distance =
½(882 + 2,796) + 3×(7 + 14 + 80)
8,400
=
1,839 + 303
8,400
=
2,142
8,400
= 0.2550 = 25.50 cM Incorrect MC

991b_c8e7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c h w
c h w
70
2
+ + +
+ h +
c + w
c h w
2,616
3
+ + w
+ + w
c h +
c h +
22
4
+ h +
+ h +
c + w
c + w
5,544
5
+ h +
+ h w
c + +
c + w
4,644
6
+ h w
+ h w
c + +
c + +
304
TOTAL = 13,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and W
distance =
½(2,616 + 4,644) + 3×(70 + 304)
13,200
=
3,630 + 1,122
13,200
=
4,752
13,200
= 0.3600 = 36 cM Correct distance =
½(2,616 + 4,644) + 3×(22 + 70 + 304)
13,200
=
3,630 + 1,188
13,200
=
4,818
13,200
= 0.3650 = 36.50 cM Incorrect distance =
½(4,644) + 3×(22 + 304)
13,200
=
2,322 + 978
13,200
=
3,300
13,200
= 0.2500 = 25 cM Incorrect distance =
½(2,616) + 3×(22 + 70)
13,200
=
1,308 + 276
13,200
=
1,584
13,200
= 0.1200 = 12 cM Incorrect distance =
½(2,616 + 4,644) + 3×(22)
13,200
=
3,630 + 66
13,200
=
3,696
13,200
= 0.2800 = 28 cM Incorrect MC

ab55_5fac

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c h m
c h m
486
2
+ + +
+ + m
c h +
c h m
10,338
3
+ + m
+ + m
c h +
c h +
12,831
4
+ + m
+ h m
c + +
c h +
4,326
5
+ h +
+ h +
c + m
c + m
141
6
+ h m
+ h m
c + +
c + +
78
TOTAL = 28,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and M
distance =
½(10,338) + 3×(486)
28,200
=
5,169 + 1,458
28,200
=
6,627
28,200
= 0.2350 = 23.50 cM Incorrect distance =
½(4,326 + 10,338) + 3×(78 + 486)
28,200
=
7,332 + 1,692
28,200
=
9,024
28,200
= 0.3200 = 32 cM Correct distance =
½(4,326) + 3×(78)
28,200
=
2,163 + 234
28,200
=
2,397
28,200
= 0.0850 = 8.50 cM Incorrect distance =
½(10,338) + 3×(141 + 486)
28,200
=
5,169 + 1,881
28,200
=
7,050
28,200
= 0.2500 = 25 cM Incorrect distance =
½(4,326) + 3×(78 + 141)
28,200
=
2,163 + 657
28,200
=
2,820
28,200
= 0.1000 = 10 cM Incorrect MC

6139_8e98

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h j n
h j n
27
2
+ + n
+ + n
h j +
h j +
4,048
3
+ + n
+ j +
h + n
h j +
1,518
4
+ + n
+ j n
h + +
h j +
2,340
5
+ j +
+ j +
h + n
h + n
44
6
+ j n
+ j n
h + +
h + +
123
TOTAL = 8,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and J
distance =
½(1,518 + 2,340) + 3×(44 + 123)
8,100
=
1,929 + 501
8,100
=
2,430
8,100
= 0.3000 = 30 cM Correct distance =
½(2,340) + 3×(27 + 123)
8,100
=
1,170 + 450
8,100
=
1,620
8,100
= 0.2000 = 20 cM Incorrect distance =
½(1,518) + 3×(44)
8,100
=
759 + 132
8,100
=
891
8,100
= 0.1100 = 11 cM Incorrect distance =
½(1,518 + 2,340) + 3×(27 + 44 + 123)
8,100
=
1,929 + 582
8,100
=
2,511
8,100
= 0.3100 = 31 cM Incorrect distance =
½(2,340) + 3×(123)
8,100
=
1,170 + 369
8,100
=
1,539
8,100
= 0.1900 = 19 cM Incorrect MC

25e5_40bf

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c h y
c h y
26
2
+ + +
+ h y
c + +
c h y
1,044
3
+ + y
+ + y
c h +
c h +
114
4
+ + y
+ h y
c + +
c h +
2,076
5
+ h +
+ h +
c + y
c + y
40
6
+ h y
+ h y
c + +
c + +
2,700
TOTAL = 6,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and H
distance =
½(2,076) + 3×(40 + 114)
6,000
=
1,038 + 462
6,000
=
1,500
6,000
= 0.2500 = 25 cM Incorrect distance =
½(2,076) + 3×(114)
6,000
=
1,038 + 342
6,000
=
1,380
6,000
= 0.2300 = 23 cM Incorrect distance =
½(1,044) + 3×(26)
6,000
=
522 + 78
6,000
=
600
6,000
= 0.1000 = 10 cM Incorrect distance =
½(1,044 + 2,076) + 3×(40)
6,000
=
1,560 + 120
6,000
=
1,680
6,000
= 0.2800 = 28 cM Incorrect distance =
½(1,044 + 2,076) + 3×(26 + 114)
6,000
=
1,560 + 420
6,000
=
1,980
6,000
= 0.3300 = 33 cM Correct MC

587d_1409

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k n w
k n w
22
2
+ + +
+ n w
k + +
k n w
834
3
+ + w
+ + w
k n +
k n +
97
4
+ + w
+ n w
k + +
k n +
1,476
5
+ n +
+ n +
k + w
k + w
7
6
+ n w
+ n w
k + +
k + +
1,764
TOTAL = 4,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and W
distance =
½(834 + 1,476) + 3×(7)
4,200
=
1,155 + 21
4,200
=
1,176
4,200
= 0.2800 = 28 cM Incorrect distance =
½(1,476) + 3×(97)
4,200
=
738 + 291
4,200
=
1,029
4,200
= 0.2450 = 24.50 cM Incorrect distance =
½(834) + 3×(7 + 22)
4,200
=
417 + 87
4,200
=
504
4,200
= 0.1200 = 12 cM Correct distance =
½(1,476) + 3×(7 + 97)
4,200
=
738 + 312
4,200
=
1,050
4,200
= 0.2500 = 25 cM Incorrect distance =
½(834 + 1,476) + 3×(22 + 97)
4,200
=
1,155 + 357
4,200
=
1,512
4,200
= 0.3600 = 36 cM Incorrect MC

71a4_783b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h k y
h k y
110
2
+ + +
+ k y
h + +
h k y
2,742
3
+ + y
+ + y
h k +
h k +
63
4
+ k +
+ k +
h + y
h + y
281
5
+ k +
+ k y
h + +
h + y
3,984
6
+ k y
+ k y
h + +
h + +
5,420
TOTAL = 12,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and K
distance =
½(2,742 + 3,984) + 3×(63 + 110 + 281)
12,600
=
3,363 + 1,362
12,600
=
4,725
12,600
= 0.3750 = 37.50 cM Incorrect distance =
½(2,742) + 3×(63 + 110)
12,600
=
1,371 + 519
12,600
=
1,890
12,600
= 0.1500 = 15 cM Correct distance =
½(3,984) + 3×(63 + 281)
12,600
=
1,992 + 1,032
12,600
=
3,024
12,600
= 0.2400 = 24 cM Incorrect distance =
½(2,742 + 3,984) + 3×(110 + 281)
12,600
=
3,363 + 1,173
12,600
=
4,536
12,600
= 0.3600 = 36 cM Incorrect distance =
½(3,984) + 3×(281)
12,600
=
1,992 + 843
12,600
=
2,835
12,600
= 0.2250 = 22.50 cM Incorrect MC

86ed_13d7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k t
f k t
90
2
+ + t
+ + t
f k +
f k +
111
3
+ + t
+ k +
f + t
f k +
2,844
4
+ k +
+ k +
f + t
f + t
5,940
5
+ k +
+ k t
f + +
f + t
4,230
6
+ k t
+ k t
f + +
f + +
285
TOTAL = 13,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and T
distance =
½(2,844 + 4,230) + 3×(90 + 111 + 285)
13,500
=
3,537 + 1,458
13,500
=
4,995
13,500
= 0.3700 = 37 cM Incorrect distance =
½(4,230) + 3×(90 + 285)
13,500
=
2,115 + 1,125
13,500
=
3,240
13,500
= 0.2400 = 24 cM Correct distance =
½(2,844 + 4,230) + 3×(111 + 285)
13,500
=
3,537 + 1,188
13,500
=
4,725
13,500
= 0.3500 = 35 cM Incorrect distance =
½(4,230) + 3×(285)
13,500
=
2,115 + 855
13,500
=
2,970
13,500
= 0.2200 = 22 cM Incorrect distance =
½(2,844) + 3×(90 + 111)
13,500
=
1,422 + 603
13,500
=
2,025
13,500
= 0.1500 = 15 cM Incorrect MC

02ad_946e

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j m y
j m y
204
2
+ + +
+ m y
j + +
j m y
5,472
3
+ + y
+ + y
j m +
j m +
438
4
+ + y
+ m y
j + +
j m +
7,974
5
+ m +
+ m +
j + y
j + y
279
6
+ m y
+ m y
j + +
j + +
13,533
TOTAL = 27,900

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and M
distance =
½(5,472 + 7,974) + 3×(204 + 438)
27,900
=
6,723 + 1,926
27,900
=
8,649
27,900
= 0.3100 = 31 cM Correct distance =
½(5,472 + 7,974) + 3×(204 + 279 + 438)
27,900
=
6,723 + 2,763
27,900
=
9,486
27,900
= 0.3400 = 34 cM Incorrect distance =
½(7,974) + 3×(438)
27,900
=
3,987 + 1,314
27,900
=
5,301
27,900
= 0.1900 = 19 cM Incorrect distance =
½(5,472) + 3×(204)
27,900
=
2,736 + 612
27,900
=
3,348
27,900
= 0.1200 = 12 cM Incorrect distance =
½(5,472) + 3×(204 + 279)
27,900
=
2,736 + 1,449
27,900
=
4,185
27,900
= 0.1500 = 15 cM Incorrect MC

a2a6_929c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d h m
d h m
80
2
+ + +
+ h m
d + +
d h m
3,282
3
+ + m
+ + m
d h +
d h +
148
4
+ + m
+ h m
d + +
d h +
4,458
5
+ h +
+ h +
d + m
d + m
99
6
+ h m
+ h m
d + +
d + +
11,733
TOTAL = 19,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and H
distance =
½(3,282) + 3×(80 + 99)
19,800
=
1,641 + 537
19,800
=
2,178
19,800
= 0.1100 = 11 cM Incorrect distance =
½(3,282 + 4,458) + 3×(80 + 148)
19,800
=
3,870 + 684
19,800
=
4,554
19,800
= 0.2300 = 23 cM Correct distance =
½(3,282) + 3×(80)
19,800
=
1,641 + 240
19,800
=
1,881
19,800
= 0.0950 = 9.50 cM Incorrect distance =
½(4,458) + 3×(99 + 148)
19,800
=
2,229 + 741
19,800
=
2,970
19,800
= 0.1500 = 15 cM Incorrect distance =
½(4,458) + 3×(148)
19,800
=
2,229 + 444
19,800
=
2,673
19,800
= 0.1350 = 13.50 cM Incorrect MC

c385_22b1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c f r
c f r
132
2
+ + r
+ + r
c f +
c f +
134
3
+ + r
+ f r
c + +
c f +
3,948
4
+ f +
+ f +
c + r
c + r
427
5
+ f +
+ f r
c + +
c + r
6,546
6
+ f r
+ f r
c + +
c + +
8,613
TOTAL = 19,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and R
distance =
½(6,546) + 3×(427)
19,800
=
3,273 + 1,281
19,800
=
4,554
19,800
= 0.2300 = 23 cM Incorrect distance =
½(3,948) + 3×(132 + 134)
19,800
=
1,974 + 798
19,800
=
2,772
19,800
= 0.1400 = 14 cM Incorrect distance =
½(6,546) + 3×(132 + 427)
19,800
=
3,273 + 1,677
19,800
=
4,950
19,800
= 0.2500 = 25 cM Correct distance =
½(3,948 + 6,546) + 3×(134 + 427)
19,800
=
5,247 + 1,683
19,800
=
6,930
19,800
= 0.3500 = 35 cM Incorrect distance =
½(3,948 + 6,546) + 3×(132 + 134 + 427)
19,800
=
5,247 + 2,079
19,800
=
7,326
19,800
= 0.3700 = 37 cM Incorrect MC

0e46_15bb

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b p y
b p y
84
2
+ + y
+ + y
b p +
b p +
9
3
+ + y
+ p +
b + y
b p +
1,962
4
+ p +
+ p +
b + y
b + y
12,159
5
+ p +
+ p y
b + +
b + y
10,764
6
+ p y
+ p y
b + +
b + +
222
TOTAL = 25,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and Y
distance =
½(1,962) + 3×(9)
25,200
=
981 + 27
25,200
=
1,008
25,200
= 0.0400 = 4 cM Incorrect distance =
½(1,962) + 3×(9 + 84)
25,200
=
981 + 279
25,200
=
1,260
25,200
= 0.0500 = 5 cM Incorrect distance =
½(1,962 + 10,764) + 3×(9 + 222)
25,200
=
6,363 + 693
25,200
=
7,056
25,200
= 0.2800 = 28 cM Incorrect distance =
½(10,764) + 3×(222)
25,200
=
5,382 + 666
25,200
=
6,048
25,200
= 0.2400 = 24 cM Incorrect distance =
½(10,764) + 3×(84 + 222)
25,200
=
5,382 + 918
25,200
=
6,300
25,200
= 0.2500 = 25 cM Correct MC

7bdf_9acb

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
m n x
m n x
38
2
+ + +
+ n +
m + x
m n x
1,242
3
+ + x
+ + x
m n +
m n +
2
4
+ + x
+ n +
m + x
m n +
318
5
+ n +
+ n +
m + x
m + x
1,395
6
+ n x
+ n x
m + +
m + +
5
TOTAL = 3,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and X
distance =
½(318) + 3×(2 + 5)
3,000
=
159 + 21
3,000
=
180
3,000
= 0.0600 = 6 cM Incorrect distance =
½(318 + 1,242) + 3×(5)
3,000
=
780 + 15
3,000
=
795
3,000
= 0.2650 = 26.50 cM Incorrect distance =
½(1,242) + 3×(2 + 5)
3,000
=
621 + 21
3,000
=
642
3,000
= 0.2140 = 21.40 cM Incorrect distance =
½(1,242) + 3×(5 + 38)
3,000
=
621 + 129
3,000
=
750
3,000
= 0.2500 = 25 cM Correct distance =
½(318 + 1,242) + 3×(2 + 38)
3,000
=
780 + 120
3,000
=
900
3,000
= 0.3000 = 30 cM Incorrect MC

a8ea_3712

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c e n
c e n
38
2
+ + n
+ + n
c e +
c e +
15
3
+ + n
+ e n
c + +
c e +
822
4
+ e +
+ e +
c + n
c + n
84
5
+ e +
+ e n
c + +
c + n
2,004
6
+ e n
+ e n
c + +
c + +
2,737
TOTAL = 5,700

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and N
distance =
½(822) + 3×(15 + 38)
5,700
=
411 + 159
5,700
=
570
5,700
= 0.1000 = 10 cM Incorrect distance =
½(822 + 2,004) + 3×(15 + 84)
5,700
=
1,413 + 297
5,700
=
1,710
5,700
= 0.3000 = 30 cM Incorrect distance =
½(2,004) + 3×(38 + 84)
5,700
=
1,002 + 366
5,700
=
1,368
5,700
= 0.2400 = 24 cM Correct distance =
½(822) + 3×(15)
5,700
=
411 + 45
5,700
=
456
5,700
= 0.0800 = 8 cM Incorrect distance =
½(2,004) + 3×(84)
5,700
=
1,002 + 252
5,700
=
1,254
5,700
= 0.2200 = 22 cM Incorrect MC

770e_7009

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b c e
b c e
102
2
+ + e
+ + e
b c +
b c +
178
3
+ + e
+ c e
b + +
b c +
4,440
4
+ c +
+ c +
b + e
b + e
454
5
+ c +
+ c e
b + +
b + e
6,456
6
+ c e
+ c e
b + +
b + +
8,770
TOTAL = 20,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and C
distance =
½(4,440 + 6,456) + 3×(178 + 454)
20,400
=
5,448 + 1,896
20,400
=
7,344
20,400
= 0.3600 = 36 cM Incorrect distance =
½(6,456) + 3×(454)
20,400
=
3,228 + 1,362
20,400
=
4,590
20,400
= 0.2250 = 22.50 cM Incorrect distance =
½(4,440) + 3×(178)
20,400
=
2,220 + 534
20,400
=
2,754
20,400
= 0.1350 = 13.50 cM Incorrect distance =
½(4,440) + 3×(102 + 178)
20,400
=
2,220 + 840
20,400
=
3,060
20,400
= 0.1500 = 15 cM Correct distance =
½(6,456) + 3×(102 + 454)
20,400
=
3,228 + 1,668
20,400
=
4,896
20,400
= 0.2400 = 24 cM Incorrect MC

1e73_883c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a d j
a d j
6
2
+ + +
+ d j
a + +
a d j
426
3
+ + j
+ + j
a d +
a d +
36
4
+ + j
+ d j
a + +
a d +
1,038
5
+ d +
+ d +
a + j
a + j
11
6
+ d j
+ d j
a + +
a + +
1,783
TOTAL = 3,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and D
distance =
½(426 + 1,038) + 3×(6 + 11 + 36)
3,300
=
732 + 159
3,300
=
891
3,300
= 0.2700 = 27 cM Incorrect distance =
½(426 + 1,038) + 3×(6 + 36)
3,300
=
732 + 126
3,300
=
858
3,300
= 0.2600 = 26 cM Correct distance =
½(426) + 3×(6 + 11)
3,300
=
213 + 51
3,300
=
264
3,300
= 0.0800 = 8 cM Incorrect distance =
½(1,038) + 3×(36)
3,300
=
519 + 108
3,300
=
627
3,300
= 0.1900 = 19 cM Incorrect distance =
½(426) + 3×(6)
3,300
=
213 + 18
3,300
=
231
3,300
= 0.0700 = 7 cM Incorrect MC

fa23_f7e0

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
t w y
t w y
230
2
+ + +
+ w +
t + y
t w y
3,948
3
+ + y
+ + y
t w +
t w +
130
4
+ + y
+ w +
t + y
t w +
3,108
5
+ w +
+ w +
t + y
t + y
6,912
6
+ w y
+ w y
t + +
t + +
72
TOTAL = 14,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes T and Y
distance =
½(3,108 + 3,948) + 3×(72 + 130 + 230)
14,400
=
3,528 + 1,296
14,400
=
4,824
14,400
= 0.3350 = 33.50 cM Incorrect distance =
½(3,108 + 3,948) + 3×(130 + 230)
14,400
=
3,528 + 1,080
14,400
=
4,608
14,400
= 0.3200 = 32 cM Incorrect distance =
½(3,108) + 3×(72 + 130)
14,400
=
1,554 + 606
14,400
=
2,160
14,400
= 0.1500 = 15 cM Correct distance =
½(3,948) + 3×(72 + 230)
14,400
=
1,974 + 906
14,400
=
2,880
14,400
= 0.2000 = 20 cM Incorrect distance =
½(3,108 + 3,948) + 3×(72)
14,400
=
3,528 + 216
14,400
=
3,744
14,400
= 0.2600 = 26 cM Incorrect MC

6e63_585e

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e m n
e m n
188
2
+ + +
+ + n
e m +
e m n
4,584
3
+ + n
+ + n
e m +
e m +
9,238
4
+ + n
+ m n
e + +
e m +
2,676
5
+ m +
+ m +
e + n
e + n
56
6
+ m n
+ m n
e + +
e + +
58
TOTAL = 16,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes M and N
distance =
½(2,676 + 4,584) + 3×(58 + 188)
16,800
=
3,630 + 738
16,800
=
4,368
16,800
= 0.2600 = 26 cM Correct distance =
½(2,676) + 3×(56 + 58)
16,800
=
1,338 + 342
16,800
=
1,680
16,800
= 0.1000 = 10 cM Incorrect distance =
½(2,676 + 4,584) + 3×(56 + 58 + 188)
16,800
=
3,630 + 906
16,800
=
4,536
16,800
= 0.2700 = 27 cM Incorrect distance =
½(2,676) + 3×(58)
16,800
=
1,338 + 174
16,800
=
1,512
16,800
= 0.0900 = 9 cM Incorrect distance =
½(4,584) + 3×(188)
16,800
=
2,292 + 564
16,800
=
2,856
16,800
= 0.1700 = 17 cM Incorrect MC

3a97_7b65

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h k m
h k m
197
2
+ + +
+ + m
h k +
h k m
4,380
3
+ + m
+ + m
h k +
h k +
8,035
4
+ + m
+ k m
h + +
h k +
2,664
5
+ k +
+ k +
h + m
h + m
103
6
+ k m
+ k m
h + +
h + +
71
TOTAL = 15,450

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and M
distance =
½(2,664) + 3×(71 + 103)
15,450
=
1,332 + 522
15,450
=
1,854
15,450
= 0.1200 = 12 cM Incorrect distance =
½(2,664 + 4,380) + 3×(71 + 103 + 197)
15,450
=
3,522 + 1,113
15,450
=
4,635
15,450
= 0.3000 = 30 cM Incorrect distance =
½(4,380) + 3×(197)
15,450
=
2,190 + 591
15,450
=
2,781
15,450
= 0.1800 = 18 cM Incorrect distance =
½(2,664 + 4,380) + 3×(71 + 197)
15,450
=
3,522 + 804
15,450
=
4,326
15,450
= 0.2800 = 28 cM Correct distance =
½(2,664) + 3×(71)
15,450
=
1,332 + 213
15,450
=
1,545
15,450
= 0.1000 = 10 cM Incorrect MC

c47e_65cd

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k n
f k n
500
2
+ + +
+ + n
f k +
f k n
6,102
3
+ + n
+ + n
f k +
f k +
9,435
4
+ + n
+ k n
f + +
f k +
5,442
5
+ k +
+ k +
f + n
f + n
333
6
+ k n
+ k n
f + +
f + +
388
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and K
distance =
½(5,442 + 6,102) + 3×(388 + 500)
22,200
=
5,772 + 2,664
22,200
=
8,436
22,200
= 0.3800 = 38 cM Incorrect distance =
½(6,102) + 3×(333 + 500)
22,200
=
3,051 + 2,499
22,200
=
5,550
22,200
= 0.2500 = 25 cM Incorrect distance =
½(5,442) + 3×(388)
22,200
=
2,721 + 1,164
22,200
=
3,885
22,200
= 0.1750 = 17.50 cM Incorrect distance =
½(5,442) + 3×(333 + 388)
22,200
=
2,721 + 2,163
22,200
=
4,884
22,200
= 0.2200 = 22 cM Correct distance =
½(5,442 + 6,102) + 3×(333)
22,200
=
5,772 + 999
22,200
=
6,771
22,200
= 0.3050 = 30.50 cM Incorrect MC

569b_d9d3

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f n
a f n
100
2
+ + +
+ f +
a + n
a f n
4,104
3
+ + n
+ + n
a f +
a f +
4
4
+ + n
+ f +
a + n
a f +
840
5
+ f +
+ f +
a + n
a + n
4,536
6
+ f n
+ f n
a + +
a + +
16
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 N
distance =
½(840 + 4,104) + 3×(4 + 100)
9,600
=
2,472 + 312
9,600
=
2,784
9,600
= 0.2900 = 29 cM Incorrect distance =
½(840) + 3×(16 + 100)
9,600
=
420 + 348
9,600
=
768
9,600
= 0.0800 = 8 cM Incorrect distance =
½(4,104) + 3×(4 + 16)
9,600
=
2,052 + 60
9,600
=
2,112
9,600
= 0.2200 = 22 cM Incorrect distance =
½(840) + 3×(4 + 16)
9,600
=
420 + 60
9,600
=
480
9,600
= 0.0500 = 5 cM Correct distance =
½(4,104) + 3×(16 + 100)
9,600
=
2,052 + 348
9,600
=
2,400
9,600
= 0.2500 = 25 cM Incorrect MC

e3f5_f1e0

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a e w
a e w
500
2
+ + +
+ + w
a e +
a e w
7,764
3
+ + w
+ + w
a e +
a e +
12,696
4
+ + w
+ e +
a + w
a e +
6,312
5
+ e +
+ e +
a + w
a + w
282
6
+ e w
+ e w
a + +
a + +
46
TOTAL = 27,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and W
distance =
½(7,764) + 3×(46 + 500)
27,600
=
3,882 + 1,638
27,600
=
5,520
27,600
= 0.2000 = 20 cM Correct distance =
½(6,312 + 7,764) + 3×(282 + 500)
27,600
=
7,038 + 2,346
27,600
=
9,384
27,600
= 0.3400 = 34 cM Incorrect distance =
½(6,312 + 7,764) + 3×(46)
27,600
=
7,038 + 138
27,600
=
7,176
27,600
= 0.2600 = 26 cM Incorrect distance =
½(7,764) + 3×(500)
27,600
=
3,882 + 1,500
27,600
=
5,382
27,600
= 0.1950 = 19.50 cM Incorrect distance =
½(6,312) + 3×(46 + 282)
27,600
=
3,156 + 984
27,600
=
4,140
27,600
= 0.1500 = 15 cM Incorrect MC

b294_865a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b h r
b h r
117
2
+ + +
+ h +
b + r
b h r
5,736
3
+ + r
+ + r
b h +
b h +
13
4
+ + r
+ h +
b + r
b h +
1,920
5
+ h +
+ h +
b + r
b + r
14,377
6
+ h r
+ h r
b + +
b + +
37
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and H
distance =
½(1,920 + 5,736) + 3×(13 + 117)
22,200
=
3,828 + 390
22,200
=
4,218
22,200
= 0.1900 = 19 cM Correct distance =
½(5,736) + 3×(37 + 117)
22,200
=
2,868 + 462
22,200
=
3,330
22,200
= 0.1500 = 15 cM Incorrect distance =
½(5,736) + 3×(117)
22,200
=
2,868 + 351
22,200
=
3,219
22,200
= 0.1450 = 14.50 cM Incorrect distance =
½(1,920) + 3×(13 + 37)
22,200
=
960 + 150
22,200
=
1,110
22,200
= 0.0500 = 5 cM Incorrect distance =
½(1,920 + 5,736) + 3×(13 + 37 + 117)
22,200
=
3,828 + 501
22,200
=
4,329
22,200
= 0.1950 = 19.50 cM Incorrect MC

05fe_4579

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a b x
a b x
54
2
+ + x
+ + x
a b +
a b +
31
3
+ + x
+ b x
a + +
a b +
2,082
4
+ b +
+ b +
a + x
a + x
109
5
+ b +
+ b x
a + +
a + x
3,882
6
+ b x
+ b x
a + +
a + +
10,042
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and X
distance =
½(3,882) + 3×(109)
16,200
=
1,941 + 327
16,200
=
2,268
16,200
= 0.1400 = 14 cM Incorrect distance =
½(3,882) + 3×(54 + 109)
16,200
=
1,941 + 489
16,200
=
2,430
16,200
= 0.1500 = 15 cM Correct distance =
½(2,082 + 3,882) + 3×(31 + 54 + 109)
16,200
=
2,982 + 582
16,200
=
3,564
16,200
= 0.2200 = 22 cM Incorrect distance =
½(2,082) + 3×(31 + 54)
16,200
=
1,041 + 255
16,200
=
1,296
16,200
= 0.0800 = 8 cM Incorrect distance =
½(2,082) + 3×(31)
16,200
=
1,041 + 93
16,200
=
1,134
16,200
= 0.0700 = 7 cM Incorrect MC

9ea3_c4d1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b j k
b j k
17
2
+ + k
+ + k
b j +
b j +
5
3
+ + k
+ j +
b + k
b j +
888
4
+ j +
+ j +
b + k
b + k
5,354
5
+ j +
+ j k
b + +
b + k
3,846
6
+ j k
+ j k
b + +
b + +
90
TOTAL = 10,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and J
distance =
½(3,846) + 3×(5)
10,200
=
1,923 + 15
10,200
=
1,938
10,200
= 0.1900 = 19 cM Incorrect distance =
½(888) + 3×(90)
10,200
=
444 + 270
10,200
=
714
10,200
= 0.0700 = 7 cM Incorrect distance =
½(888) + 3×(5 + 17)
10,200
=
444 + 66
10,200
=
510
10,200
= 0.0500 = 5 cM Correct distance =
½(888 + 3,846) + 3×(5 + 90)
10,200
=
2,367 + 285
10,200
=
2,652
10,200
= 0.2600 = 26 cM Incorrect distance =
½(3,846) + 3×(17 + 90)
10,200
=
1,923 + 321
10,200
=
2,244
10,200
= 0.2200 = 22 cM Incorrect MC

7399_4fac

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f m r
f m r
98
2
+ + r
+ + r
f m +
f m +
6,838
3
+ + r
+ m +
f + r
f m +
2,130
4
+ + r
+ m r
f + +
f m +
5,364
5
+ m +
+ m +
f + r
f + r
37
6
+ m r
+ m r
f + +
f + +
233
TOTAL = 14,700

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and M
distance =
½(2,130 + 5,364) + 3×(37 + 233)
14,700
=
3,747 + 810
14,700
=
4,557
14,700
= 0.3100 = 31 cM Correct distance =
½(2,130) + 3×(37 + 98)
14,700
=
1,065 + 405
14,700
=
1,470
14,700
= 0.1000 = 10 cM Incorrect distance =
½(2,130) + 3×(37)
14,700
=
1,065 + 111
14,700
=
1,176
14,700
= 0.0800 = 8 cM Incorrect distance =
½(5,364) + 3×(37)
14,700
=
2,682 + 111
14,700
=
2,793
14,700
= 0.1900 = 19 cM Incorrect distance =
½(5,364) + 3×(233)
14,700
=
2,682 + 699
14,700
=
3,381
14,700
= 0.2300 = 23 cM Incorrect MC

becf_429c

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k r y
k r y
98
2
+ + +
+ r y
k + +
k r y
1,356
3
+ + y
+ + y
k r +
k r +
127
4
+ + y
+ r y
k + +
k r +
1,506
5
+ r +
+ r +
k + y
k + y
72
6
+ r y
+ r y
k + +
k + +
2,241
TOTAL = 5,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and Y
distance =
½(1,356) + 3×(72 + 98)
5,400
=
678 + 510
5,400
=
1,188
5,400
= 0.2200 = 22 cM Correct distance =
½(1,506) + 3×(72 + 127)
5,400
=
753 + 597
5,400
=
1,350
5,400
= 0.2500 = 25 cM Incorrect distance =
½(1,506) + 3×(127)
5,400
=
753 + 381
5,400
=
1,134
5,400
= 0.2100 = 21 cM Incorrect distance =
½(1,356 + 1,506) + 3×(72 + 98 + 127)
5,400
=
1,431 + 891
5,400
=
2,322
5,400
= 0.4300 = 43 cM Incorrect distance =
½(1,356) + 3×(98)
5,400
=
678 + 294
5,400
=
972
5,400
= 0.1800 = 18 cM Incorrect MC

0262_2076

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c e y
c e y
40
2
+ + +
+ e y
c + +
c e y
2,208
3
+ + y
+ + y
c e +
c e +
72
4
+ e +
+ e +
c + y
c + y
248
5
+ e +
+ e y
c + +
c + y
5,280
6
+ e y
+ e y
c + +
c + +
6,552
TOTAL = 14,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and Y
distance =
½(2,208 + 5,280) + 3×(40 + 72 + 248)
14,400
=
3,744 + 1,080
14,400
=
4,824
14,400
= 0.3350 = 33.50 cM Incorrect distance =
½(5,280) + 3×(248)
14,400
=
2,640 + 744
14,400
=
3,384
14,400
= 0.2350 = 23.50 cM Incorrect distance =
½(2,208 + 5,280) + 3×(40 + 248)
14,400
=
3,744 + 864
14,400
=
4,608
14,400
= 0.3200 = 32 cM Correct distance =
½(5,280) + 3×(72 + 248)
14,400
=
2,640 + 960
14,400
=
3,600
14,400
= 0.2500 = 25 cM Incorrect distance =
½(2,208) + 3×(40 + 72)
14,400
=
1,104 + 336
14,400
=
1,440
14,400
= 0.1000 = 10 cM Incorrect MC

8f19_f198

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a h t
a h t
116
2
+ + +
+ h +
a + t
a h t
3,354
3
+ + t
+ + t
a h +
a h +
81
4
+ h +
+ h +
a + t
a + t
6,885
5
+ h +
+ h t
a + +
a + t
5,394
6
+ h t
+ h t
a + +
a + +
370
TOTAL = 16,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and T
distance =
½(5,394) + 3×(81 + 370)
16,200
=
2,697 + 1,353
16,200
=
4,050
16,200
= 0.2500 = 25 cM Correct distance =
½(3,354 + 5,394) + 3×(81 + 116 + 370)
16,200
=
4,374 + 1,701
16,200
=
6,075
16,200
= 0.3750 = 37.50 cM Incorrect distance =
½(3,354 + 5,394) + 3×(81)
16,200
=
4,374 + 243
16,200
=
4,617
16,200
= 0.2850 = 28.50 cM Incorrect distance =
½(3,354 + 5,394) + 3×(116 + 370)
16,200
=
4,374 + 1,458
16,200
=
5,832
16,200
= 0.3600 = 36 cM Incorrect distance =
½(3,354) + 3×(81 + 116)
16,200
=
1,677 + 591
16,200
=
2,268
16,200
= 0.1400 = 14 cM Incorrect MC

6ec0_d48f

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c n r
c n r
14
2
+ + +
+ n r
c + +
c n r
2,400
3
+ + r
+ + r
c n +
c n +
46
4
+ n +
+ n +
c + r
c + r
188
5
+ n +
+ n r
c + +
c + r
8,532
6
+ n r
+ n r
c + +
c + +
16,420
TOTAL = 27,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and R
distance =
½(2,400) + 3×(14 + 46)
27,600
=
1,200 + 180
27,600
=
1,380
27,600
= 0.0500 = 5 cM Incorrect distance =
½(2,400 + 8,532) + 3×(14 + 188)
27,600
=
5,466 + 606
27,600
=
6,072
27,600
= 0.2200 = 22 cM Correct distance =
½(8,532) + 3×(188)
27,600
=
4,266 + 564
27,600
=
4,830
27,600
= 0.1750 = 17.50 cM Incorrect distance =
½(8,532) + 3×(46 + 188)
27,600
=
4,266 + 702
27,600
=
4,968
27,600
= 0.1800 = 18 cM Incorrect distance =
½(2,400) + 3×(14)
27,600
=
1,200 + 42
27,600
=
1,242
27,600
= 0.0450 = 4.50 cM Incorrect MC

468e_50ef

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a b m
a b m
30
2
+ + m
+ + m
a b +
a b +
3,735
3
+ + m
+ b +
a + m
a b +
1,932
4
+ + m
+ b m
a + +
a b +
3,018
5
+ b +
+ b +
a + m
a + m
68
6
+ b m
+ b m
a + +
a + +
217
TOTAL = 9,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and M
distance =
½(3,018) + 3×(30 + 217)
9,000
=
1,509 + 741
9,000
=
2,250
9,000
= 0.2500 = 25 cM Incorrect distance =
½(1,932) + 3×(30 + 68)
9,000
=
966 + 294
9,000
=
1,260
9,000
= 0.1400 = 14 cM Correct distance =
½(1,932 + 3,018) + 3×(30 + 68 + 217)
9,000
=
2,475 + 945
9,000
=
3,420
9,000
= 0.3800 = 38 cM Incorrect distance =
½(1,932) + 3×(68)
9,000
=
966 + 204
9,000
=
1,170
9,000
= 0.1300 = 13 cM Incorrect distance =
½(1,932 + 3,018) + 3×(68 + 217)
9,000
=
2,475 + 855
9,000
=
3,330
9,000
= 0.3700 = 37 cM Incorrect MC

4953_5f70

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f n w
f n w
41
2
+ + w
+ + w
f n +
f n +
9
3
+ + w
+ n +
f + w
f n +
1,176
4
+ n +
+ n +
f + w
f + w
6,890
5
+ n +
+ n w
f + +
f + w
4,086
6
+ n w
+ n w
f + +
f + +
98
TOTAL = 12,300

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and W
distance =
½(1,176) + 3×(9 + 41)
12,300
=
588 + 150
12,300
=
738
12,300
= 0.0600 = 6 cM Incorrect distance =
½(1,176 + 4,086) + 3×(9 + 98)
12,300
=
2,631 + 321
12,300
=
2,952
12,300
= 0.2400 = 24 cM Incorrect distance =
½(1,176 + 4,086) + 3×(9 + 41 + 98)
12,300
=
2,631 + 444
12,300
=
3,075
12,300
= 0.2500 = 25 cM Incorrect distance =
½(1,176) + 3×(9)
12,300
=
588 + 27
12,300
=
615
12,300
= 0.0500 = 5 cM Incorrect distance =
½(4,086) + 3×(41 + 98)
12,300
=
2,043 + 417
12,300
=
2,460
12,300
= 0.2000 = 20 cM Correct MC

3201_7963

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c k w
c k w
21
2
+ + w
+ + w
c k +
c k +
53
3
+ + w
+ k w
c + +
c k +
2,328
4
+ k +
+ k +
c + w
c + w
273
5
+ k +
+ k w
c + +
c + w
4,536
6
+ k w
+ k w
c + +
c + +
5,389
TOTAL = 12,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and W
distance =
½(2,328 + 4,536) + 3×(21 + 53)
12,600
=
3,432 + 222
12,600
=
3,654
12,600
= 0.2900 = 29 cM Incorrect distance =
½(2,328) + 3×(53 + 273)
12,600
=
1,164 + 978
12,600
=
2,142
12,600
= 0.1700 = 17 cM Incorrect distance =
½(2,328 + 4,536) + 3×(53 + 273)
12,600
=
3,432 + 978
12,600
=
4,410
12,600
= 0.3500 = 35 cM Correct distance =
½(2,328) + 3×(21 + 53)
12,600
=
1,164 + 222
12,600
=
1,386
12,600
= 0.1100 = 11 cM Incorrect distance =
½(4,536) + 3×(21 + 273)
12,600
=
2,268 + 882
12,600
=
3,150
12,600
= 0.2500 = 25 cM Incorrect MC

8a5d_bf13

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b w x
b w x
122
2
+ + +
+ + x
b w +
b w x
3,270
3
+ + x
+ + x
b w +
b w +
4,112
4
+ + x
+ w x
b + +
b w +
1,122
5
+ w +
+ w +
b + x
b + x
58
6
+ w x
+ w x
b + +
b + +
16
TOTAL = 8,700

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
distance =
½(3,270) + 3×(58 + 122)
8,700
=
1,635 + 540
8,700
=
2,175
8,700
= 0.2500 = 25 cM Correct distance =
½(1,122) + 3×(16 + 58)
8,700
=
561 + 222
8,700
=
783
8,700
= 0.0900 = 9 cM Incorrect distance =
½(3,270) + 3×(122)
8,700
=
1,635 + 366
8,700
=
2,001
8,700
= 0.2300 = 23 cM Incorrect distance =
½(1,122 + 3,270) + 3×(16 + 122)
8,700
=
2,196 + 414
8,700
=
2,610
8,700
= 0.3000 = 30 cM Incorrect distance =
½(1,122) + 3×(16)
8,700
=
561 + 48
8,700
=
609
8,700
= 0.0700 = 7 cM Incorrect MC

d297_fea9

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
j m t
j m t
30
2
+ + +
+ m t
j + +
j m t
1,008
3
+ + t
+ + t
j m +
j m +
82
4
+ + t
+ m t
j + +
j m +
1,560
5
+ m +
+ m +
j + t
j + t
18
6
+ m t
+ m t
j + +
j + +
2,702
TOTAL = 5,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and M
distance =
½(1,008) + 3×(18 + 30)
5,400
=
504 + 144
5,400
=
648
5,400
= 0.1200 = 12 cM Incorrect distance =
½(1,560) + 3×(18 + 82)
5,400
=
780 + 300
5,400
=
1,080
5,400
= 0.2000 = 20 cM Incorrect distance =
½(1,008 + 1,560) + 3×(30 + 82)
5,400
=
1,284 + 336
5,400
=
1,620
5,400
= 0.3000 = 30 cM Correct distance =
½(1,008) + 3×(30)
5,400
=
504 + 90
5,400
=
594
5,400
= 0.1100 = 11 cM Incorrect distance =
½(1,008 + 1,560) + 3×(18 + 30 + 82)
5,400
=
1,284 + 390
5,400
=
1,674
5,400
= 0.3100 = 31 cM Incorrect MC

66e3_616b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
p t w
p t w
115
2
+ + w
+ + w
p t +
p t +
5,934
3
+ + w
+ t +
p + w
p t +
2,964
4
+ + w
+ t w
p + +
p t +
4,350
5
+ t +
+ t +
p + w
p + w
127
6
+ t w
+ t w
p + +
p + +
310
TOTAL = 13,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes T and W
distance =
½(4,350) + 3×(310)
13,800
=
2,175 + 930
13,800
=
3,105
13,800
= 0.2250 = 22.50 cM Incorrect distance =
½(4,350) + 3×(115 + 310)
13,800
=
2,175 + 1,275
13,800
=
3,450
13,800
= 0.2500 = 25 cM Correct distance =
½(2,964) + 3×(115 + 127)
13,800
=
1,482 + 726
13,800
=
2,208
13,800
= 0.1600 = 16 cM Incorrect distance =
½(2,964 + 4,350) + 3×(115)
13,800
=
3,657 + 345
13,800
=
4,002
13,800
= 0.2900 = 29 cM Incorrect distance =
½(2,964 + 4,350) + 3×(127 + 310)
13,800
=
3,657 + 1,311
13,800
=
4,968
13,800
= 0.3600 = 36 cM Incorrect MC

0a85_6f00

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f r
a f r
87
2
+ + +
+ + r
a f +
a f r
4,308
3
+ + r
+ + r
a f +
a f +
5,250
4
+ + r
+ f r
a + +
a f +
816
5
+ f +
+ f +
a + r
a + r
35
6
+ f r
+ f r
a + +
a + +
4
TOTAL = 10,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and R
distance =
½(816) + 3×(4 + 35)
10,500
=
408 + 117
10,500
=
525
10,500
= 0.0500 = 5 cM Incorrect distance =
½(4,308) + 3×(35 + 87)
10,500
=
2,154 + 366
10,500
=
2,520
10,500
= 0.2400 = 24 cM Correct distance =
½(816) + 3×(4)
10,500
=
408 + 12
10,500
=
420
10,500
= 0.0400 = 4 cM Incorrect distance =
½(816 + 4,308) + 3×(4 + 35 + 87)
10,500
=
2,562 + 378
10,500
=
2,940
10,500
= 0.2800 = 28 cM Incorrect distance =
½(4,308) + 3×(87)
10,500
=
2,154 + 261
10,500
=
2,415
10,500
= 0.2300 = 23 cM Incorrect MC

e66d_8a8f

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h x y
h x y
101
2
+ + +
+ + y
h x +
h x y
4,752
3
+ + y
+ + y
h x +
h x +
19,879
4
+ + y
+ x +
h + y
h x +
3,372
5
+ x +
+ x +
h + y
h + y
49
6
+ x y
+ x y
h + +
h + +
47
TOTAL = 28,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and X
distance =
½(3,372 + 4,752) + 3×(49 + 101)
28,200
=
4,062 + 450
28,200
=
4,512
28,200
= 0.1600 = 16 cM Incorrect distance =
½(3,372) + 3×(49)
28,200
=
1,686 + 147
28,200
=
1,833
28,200
= 0.0650 = 6.50 cM Incorrect distance =
½(3,372 + 4,752) + 3×(47 + 49 + 101)
28,200
=
4,062 + 591
28,200
=
4,653
28,200
= 0.1650 = 16.50 cM Incorrect distance =
½(3,372) + 3×(47 + 49)
28,200
=
1,686 + 288
28,200
=
1,974
28,200
= 0.0700 = 7 cM Correct distance =
½(4,752) + 3×(47 + 101)
28,200
=
2,376 + 444
28,200
=
2,820
28,200
= 0.1000 = 10 cM Incorrect MC

186c_2538

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f r x
f r x
44
2
+ + +
+ r x
f + +
f r x
3,264
3
+ + x
+ + x
f r +
f r +
84
4
+ r +
+ r +
f + x
f + x
275
5
+ r +
+ r x
f + +
f + x
7,926
6
+ r x
+ r x
f + +
f + +
13,607
TOTAL = 25,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and R
distance =
½(3,264 + 7,926) + 3×(44 + 84 + 275)
25,200
=
5,595 + 1,209
25,200
=
6,804
25,200
= 0.2700 = 27 cM Incorrect distance =
½(3,264 + 7,926) + 3×(44 + 275)
25,200
=
5,595 + 957
25,200
=
6,552
25,200
= 0.2600 = 26 cM Incorrect distance =
½(3,264) + 3×(44 + 84)
25,200
=
1,632 + 384
25,200
=
2,016
25,200
= 0.0800 = 8 cM Correct distance =
½(7,926) + 3×(84 + 275)
25,200
=
3,963 + 1,077
25,200
=
5,040
25,200
= 0.2000 = 20 cM Incorrect distance =
½(3,264) + 3×(44)
25,200
=
1,632 + 132
25,200
=
1,764
25,200
= 0.0700 = 7 cM Incorrect MC

f072_2300

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f r x
f r x
30
2
+ + x
+ + x
f r +
f r +
83
3
+ + x
+ r x
f + +
f r +
1,482
4
+ r +
+ r +
f + x
f + x
103
5
+ r +
+ r x
f + +
f + x
1,602
6
+ r x
+ r x
f + +
f + +
2,700
TOTAL = 6,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and X
distance =
½(1,482 + 1,602) + 3×(83 + 103)
6,000
=
1,542 + 558
6,000
=
2,100
6,000
= 0.3500 = 35 cM Correct distance =
½(1,602) + 3×(103)
6,000
=
801 + 309
6,000
=
1,110
6,000
= 0.1850 = 18.50 cM Incorrect distance =
½(1,602) + 3×(30 + 103)
6,000
=
801 + 399
6,000
=
1,200
6,000
= 0.2000 = 20 cM Incorrect distance =
½(1,482) + 3×(30 + 83)
6,000
=
741 + 339
6,000
=
1,080
6,000
= 0.1800 = 18 cM Incorrect distance =
½(1,602) + 3×(30 + 83)
6,000
=
801 + 339
6,000
=
1,140
6,000
= 0.1900 = 19 cM Incorrect MC

4aa4_ffc1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a c n
a c n
375
2
+ + +
+ c +
a + n
a c n
6,660
3
+ + n
+ + n
a c +
a c +
135
4
+ c +
+ c +
a + n
a + n
12,150
5
+ c +
+ c n
a + +
a + n
7,218
6
+ c n
+ c n
a + +
a + +
462
TOTAL = 27,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and N
distance =
½(6,660 + 7,218) + 3×(135 + 375 + 462)
27,000
=
6,939 + 2,916
27,000
=
9,855
27,000
= 0.3650 = 36.50 cM Incorrect distance =
½(6,660 + 7,218) + 3×(135)
27,000
=
6,939 + 405
27,000
=
7,344
27,000
= 0.2720 = 27.20 cM Incorrect distance =
½(6,660 + 7,218) + 3×(375 + 462)
27,000
=
6,939 + 2,511
27,000
=
9,450
27,000
= 0.3500 = 35 cM Incorrect distance =
½(6,660) + 3×(135 + 375)
27,000
=
3,330 + 1,530
27,000
=
4,860
27,000
= 0.1800 = 18 cM Incorrect distance =
½(7,218) + 3×(135 + 462)
27,000
=
3,609 + 1,791
27,000
=
5,400
27,000
= 0.2000 = 20 cM Correct MC

f31a_2eb2

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f k t
f k t
26
2
+ + t
+ + t
f k +
f k +
13
3
+ + t
+ k t
f + +
f k +
624
4
+ k +
+ k +
f + t
f + t
68
5
+ k +
+ k t
f + +
f + t
1,386
6
+ k t
+ k t
f + +
f + +
1,783
TOTAL = 3,900

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes K and T
distance =
½(1,386) + 3×(26 + 68)
3,900
=
693 + 282
3,900
=
975
3,900
= 0.2500 = 25 cM Incorrect distance =
½(624) + 3×(13)
3,900
=
312 + 39
3,900
=
351
3,900
= 0.0900 = 9 cM Incorrect distance =
½(624 + 1,386) + 3×(68)
3,900
=
1,005 + 204
3,900
=
1,209
3,900
= 0.3100 = 31 cM Incorrect distance =
½(624 + 1,386) + 3×(13 + 68)
3,900
=
1,005 + 243
3,900
=
1,248
3,900
= 0.3200 = 32 cM Correct distance =
½(1,386) + 3×(13 + 26 + 68)
3,900
=
693 + 321
3,900
=
1,014
3,900
= 0.2600 = 26 cM Incorrect MC

eb02_126a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b j m
b j m
32
2
+ + +
+ j +
b + m
b j m
2,598
3
+ + m
+ + m
b j +
b j +
31
4
+ j +
+ j +
b + m
b + m
8,370
5
+ j +
+ j m
b + +
b + m
7,260
6
+ j m
+ j m
b + +
b + +
309
TOTAL = 18,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes J and M
distance =
½(2,598 + 7,260) + 3×(31 + 32 + 309)
18,600
=
4,929 + 1,116
18,600
=
6,045
18,600
= 0.3250 = 32.50 cM Incorrect distance =
½(2,598 + 7,260) + 3×(32 + 309)
18,600
=
4,929 + 1,023
18,600
=
5,952
18,600
= 0.3200 = 32 cM Correct distance =
½(2,598 + 7,260) + 3×(31)
18,600
=
4,929 + 93
18,600
=
5,022
18,600
= 0.2700 = 27 cM Incorrect distance =
½(2,598) + 3×(31 + 32)
18,600
=
1,299 + 189
18,600
=
1,488
18,600
= 0.0800 = 8 cM Incorrect distance =
½(7,260) + 3×(31 + 309)
18,600
=
3,630 + 1,020
18,600
=
4,650
18,600
= 0.2500 = 25 cM Incorrect MC

2883_625f

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
r t w
r t w
551
2
+ + +
+ + w
r t +
r t w
7,128
3
+ + w
+ + w
r t +
r t +
9,102
4
+ + w
+ t w
r + +
r t +
5,082
5
+ t +
+ t +
r + w
r + w
111
6
+ t w
+ t w
r + +
r + +
226
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes R and W
distance =
½(5,082 + 7,128) + 3×(111)
22,200
=
6,105 + 333
22,200
=
6,438
22,200
= 0.2900 = 29 cM Incorrect distance =
½(5,082 + 7,128) + 3×(226 + 551)
22,200
=
6,105 + 2,331
22,200
=
8,436
22,200
= 0.3800 = 38 cM Incorrect distance =
½(5,082 + 7,128) + 3×(111 + 226 + 551)
22,200
=
6,105 + 2,664
22,200
=
8,769
22,200
= 0.3950 = 39.50 cM Incorrect distance =
½(7,128) + 3×(111 + 551)
22,200
=
3,564 + 1,986
22,200
=
5,550
22,200
= 0.2500 = 25 cM Correct distance =
½(5,082) + 3×(111 + 226)
22,200
=
2,541 + 1,011
22,200
=
3,552
22,200
= 0.1600 = 16 cM Incorrect MC

a43a_a8d0

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b w x
b w x
124
2
+ + x
+ + x
b w +
b w +
34
3
+ + x
+ w +
b + x
b w +
2,400
4
+ w +
+ w +
b + x
b + x
8,791
5
+ w +
+ w x
b + +
b + x
6,990
6
+ w x
+ w x
b + +
b + +
261
TOTAL = 18,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and X
distance =
½(2,400 + 6,990) + 3×(34 + 261)
18,600
=
4,695 + 885
18,600
=
5,580
18,600
= 0.3000 = 30 cM Correct distance =
½(2,400 + 6,990) + 3×(34 + 124 + 261)
18,600
=
4,695 + 1,257
18,600
=
5,952
18,600
= 0.3200 = 32 cM Incorrect distance =
½(2,400) + 3×(34 + 124)
18,600
=
1,200 + 474
18,600
=
1,674
18,600
= 0.0900 = 9 cM Incorrect distance =
½(6,990) + 3×(261)
18,600
=
3,495 + 783
18,600
=
4,278
18,600
= 0.2300 = 23 cM Incorrect distance =
½(2,400) + 3×(34)
18,600
=
1,200 + 102
18,600
=
1,302
18,600
= 0.0700 = 7 cM Incorrect MC

8b64_3492

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
c d x
c d x
74
2
+ + x
+ + x
c d +
c d +
51
3
+ + x
+ d x
c + +
c d +
1,914
4
+ d +
+ d +
c + x
c + x
141
5
+ d +
+ d x
c + +
c + x
3,150
6
+ d x
+ d x
c + +
c + +
5,770
TOTAL = 11,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes C and D
distance =
½(3,150) + 3×(141)
11,100
=
1,575 + 423
11,100
=
1,998
11,100
= 0.1800 = 18 cM Incorrect distance =
½(1,914) + 3×(51)
11,100
=
957 + 153
11,100
=
1,110
11,100
= 0.1000 = 10 cM Incorrect distance =
½(1,914 + 3,150) + 3×(51 + 74 + 141)
11,100
=
2,532 + 798
11,100
=
3,330
11,100
= 0.3000 = 30 cM Incorrect distance =
½(3,150) + 3×(74 + 141)
11,100
=
1,575 + 645
11,100
=
2,220
11,100
= 0.2000 = 20 cM Incorrect distance =
½(1,914) + 3×(51 + 74)
11,100
=
957 + 375
11,100
=
1,332
11,100
= 0.1200 = 12 cM Correct MC

bad6_7735

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b d p
b d p
223
2
+ + +
+ + p
b d +
b d p
5,544
3
+ + p
+ + p
b d +
b d +
9,858
4
+ + p
+ d p
b + +
b d +
2,826
5
+ d +
+ d +
b + p
b + p
93
6
+ d p
+ d p
b + +
b + +
56
TOTAL = 18,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and P
distance =
½(5,544) + 3×(93 + 223)
18,600
=
2,772 + 948
18,600
=
3,720
18,600
= 0.2000 = 20 cM Incorrect distance =
½(2,826) + 3×(56 + 93)
18,600
=
1,413 + 447
18,600
=
1,860
18,600
= 0.1000 = 10 cM Incorrect distance =
½(2,826) + 3×(56)
18,600
=
1,413 + 168
18,600
=
1,581
18,600
= 0.0850 = 8.50 cM Incorrect distance =
½(2,826 + 5,544) + 3×(93)
18,600
=
4,185 + 279
18,600
=
4,464
18,600
= 0.2400 = 24 cM Incorrect distance =
½(2,826 + 5,544) + 3×(56 + 223)
18,600
=
4,185 + 837
18,600
=
5,022
18,600
= 0.2700 = 27 cM Correct MC

a255_9ce3

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b n w
b n w
267
2
+ + +
+ + w
b n +
b n w
9,396
3
+ + w
+ + w
b n +
b n +
15,508
4
+ + w
+ n +
b + w
b n +
2,958
5
+ n +
+ n +
b + w
b + w
24
6
+ n w
+ n w
b + +
b + +
47
TOTAL = 28,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes N and W
distance =
½(2,958) + 3×(24)
28,200
=
1,479 + 72
28,200
=
1,551
28,200
= 0.0550 = 5.50 cM Incorrect distance =
½(9,396) + 3×(47 + 267)
28,200
=
4,698 + 942
28,200
=
5,640
28,200
= 0.2000 = 20 cM Correct distance =
½(2,958 + 9,396) + 3×(24 + 47 + 267)
28,200
=
6,177 + 1,014
28,200
=
7,191
28,200
= 0.2550 = 25.50 cM Incorrect distance =
½(2,958) + 3×(24 + 47)
28,200
=
1,479 + 213
28,200
=
1,692
28,200
= 0.0600 = 6 cM Incorrect distance =
½(2,958 + 9,396) + 3×(24 + 267)
28,200
=
6,177 + 873
28,200
=
7,050
28,200
= 0.2500 = 25 cM Incorrect MC

2e59_72fc

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b r x
b r x
174
2
+ + +
+ + x
b r +
b r x
5,220
3
+ + x
+ + x
b r +
b r +
13,175
4
+ + x
+ r +
b + x
b r +
2,946
5
+ r +
+ r +
b + x
b + x
49
6
+ r x
+ r x
b + +
b + +
36
TOTAL = 21,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and R
distance =
½(5,220) + 3×(174)
21,600
=
2,610 + 522
21,600
=
3,132
21,600
= 0.1450 = 14.50 cM Incorrect distance =
½(2,946) + 3×(36 + 49)
21,600
=
1,473 + 255
21,600
=
1,728
21,600
= 0.0800 = 8 cM Correct distance =
½(5,220) + 3×(36 + 174)
21,600
=
2,610 + 630
21,600
=
3,240
21,600
= 0.1500 = 15 cM Incorrect distance =
½(2,946 + 5,220) + 3×(36 + 49 + 174)
21,600
=
4,083 + 777
21,600
=
4,860
21,600
= 0.2250 = 22.50 cM Incorrect distance =
½(2,946 + 5,220) + 3×(49 + 174)
21,600
=
4,083 + 669
21,600
=
4,752
21,600
= 0.2200 = 22 cM Incorrect MC

4b30_95f7

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a h t
a h t
365
2
+ + +
+ + t
a h +
a h t
7,500
3
+ + t
+ + t
a h +
a h +
13,005
4
+ + t
+ h t
a + +
a h +
4,434
5
+ h +
+ h +
a + t
a + t
85
6
+ h t
+ h t
a + +
a + +
111
TOTAL = 25,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and T
distance =
½(4,434 + 7,500) + 3×(85 + 111 + 365)
25,500
=
5,967 + 1,683
25,500
=
7,650
25,500
= 0.3000 = 30 cM Incorrect distance =
½(4,434 + 7,500) + 3×(111 + 365)
25,500
=
5,967 + 1,428
25,500
=
7,395
25,500
= 0.2900 = 29 cM Incorrect distance =
½(7,500) + 3×(85 + 365)
25,500
=
3,750 + 1,350
25,500
=
5,100
25,500
= 0.2000 = 20 cM Correct distance =
½(4,434) + 3×(85 + 111)
25,500
=
2,217 + 588
25,500
=
2,805
25,500
= 0.1100 = 11 cM Incorrect distance =
½(7,500) + 3×(365)
25,500
=
3,750 + 1,095
25,500
=
4,845
25,500
= 0.1900 = 19 cM Incorrect MC

080b_2221

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h r t
h r t
10
2
+ + +
+ r t
h + +
h r t
1,980
3
+ + t
+ + t
h r +
h r +
85
4
+ r +
+ r +
h + t
h + t
186
5
+ r +
+ r t
h + +
h + t
9,594
6
+ r t
+ r t
h + +
h + +
13,645
TOTAL = 25,500

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and R
distance =
½(1,980 + 9,594) + 3×(10 + 186)
25,500
=
5,787 + 588
25,500
=
6,375
25,500
= 0.2500 = 25 cM Incorrect distance =
½(9,594) + 3×(85 + 186)
25,500
=
4,797 + 813
25,500
=
5,610
25,500
= 0.2200 = 22 cM Incorrect distance =
½(1,980) + 3×(10)
25,500
=
990 + 30
25,500
=
1,020
25,500
= 0.0400 = 4 cM Incorrect distance =
½(1,980) + 3×(10 + 85)
25,500
=
990 + 285
25,500
=
1,275
25,500
= 0.0500 = 5 cM Correct distance =
½(1,980 + 9,594) + 3×(10 + 85 + 186)
25,500
=
5,787 + 843
25,500
=
6,630
25,500
= 0.2600 = 26 cM Incorrect MC

5d8b_9f6a

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a k p
a k p
18
2
+ + +
+ k p
a + +
a k p
864
3
+ + p
+ + p
a k +
a k +
95
4
+ + p
+ k p
a + +
a k +
1,914
5
+ k +
+ k +
a + p
a + p
36
6
+ k p
+ k p
a + +
a + +
2,473
TOTAL = 5,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes A and K
distance =
½(1,914) + 3×(18 + 95)
5,400
=
957 + 339
5,400
=
1,296
5,400
= 0.2400 = 24 cM Incorrect distance =
½(1,914) + 3×(95)
5,400
=
957 + 285
5,400
=
1,242
5,400
= 0.2300 = 23 cM Incorrect distance =
½(864 + 1,914) + 3×(18 + 95)
5,400
=
1,389 + 339
5,400
=
1,728
5,400
= 0.3200 = 32 cM Correct distance =
½(864 + 1,914) + 3×(36 + 95)
5,400
=
1,389 + 393
5,400
=
1,782
5,400
= 0.3300 = 33 cM Incorrect distance =
½(1,914) + 3×(36 + 95)
5,400
=
957 + 393
5,400
=
1,350
5,400
= 0.2500 = 25 cM Incorrect MC

a9fe_a55d

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d w x
d w x
459
2
+ + +
+ + x
d w +
d w x
10,770
3
+ + x
+ + x
d w +
d w +
12,420
4
+ + x
+ w x
d + +
d w +
3,858
5
+ w +
+ w +
d + x
d + x
46
6
+ w x
+ w x
d + +
d + +
47
TOTAL = 27,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes W and X
distance =
½(3,858 + 10,770) + 3×(47 + 459)
27,600
=
7,314 + 1,518
27,600
=
8,832
27,600
= 0.3200 = 32 cM Correct distance =
½(3,858 + 10,770) + 3×(46)
27,600
=
7,314 + 138
27,600
=
7,452
27,600
= 0.2700 = 27 cM Incorrect distance =
½(3,858) + 3×(46 + 47)
27,600
=
1,929 + 279
27,600
=
2,208
27,600
= 0.0800 = 8 cM Incorrect distance =
½(10,770) + 3×(46 + 459)
27,600
=
5,385 + 1,515
27,600
=
6,900
27,600
= 0.2500 = 25 cM Incorrect distance =
½(10,770) + 3×(459)
27,600
=
5,385 + 1,377
27,600
=
6,762
27,600
= 0.2450 = 24.50 cM Incorrect MC

c397_e86b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d m y
d m y
3
2
+ + +
+ m +
d + y
d m y
702
3
+ + y
+ + y
d m +
d m +
30
4
+ m +
+ m +
d + y
d + y
4,815
5
+ m +
+ m y
d + +
d + y
3,384
6
+ m y
+ m y
d + +
d + +
66
TOTAL = 9,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and M
distance =
½(702 + 3,384) + 3×(3 + 66)
9,000
=
2,043 + 207
9,000
=
2,250
9,000
= 0.2500 = 25 cM Incorrect distance =
½(702) + 3×(3 + 30)
9,000
=
351 + 99
9,000
=
450
9,000
= 0.0500 = 5 cM Correct distance =
½(702) + 3×(3)
9,000
=
351 + 9
9,000
=
360
9,000
= 0.0400 = 4 cM Incorrect distance =
½(702 + 3,384) + 3×(3 + 30 + 66)
9,000
=
2,043 + 297
9,000
=
2,340
9,000
= 0.2600 = 26 cM Incorrect distance =
½(3,384) + 3×(30 + 66)
9,000
=
1,692 + 288
9,000
=
1,980
9,000
= 0.2200 = 22 cM Incorrect MC

7131_3d45

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b c n
b c n
140
2
+ + n
+ + n
b c +
b c +
53
3
+ + n
+ c +
b + n
b c +
3,042
4
+ c +
+ c +
b + n
b + n
9,765
5
+ c +
+ c n
b + +
b + n
7,668
6
+ c n
+ c n
b + +
b + +
332
TOTAL = 21,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes B and C
distance =
½(3,042 + 7,668) + 3×(53 + 332)
21,000
=
5,355 + 1,155
21,000
=
6,510
21,000
= 0.3100 = 31 cM Incorrect distance =
½(3,042) + 3×(53 + 140)
21,000
=
1,521 + 579
21,000
=
2,100
21,000
= 0.1000 = 10 cM Correct distance =
½(7,668) + 3×(332)
21,000
=
3,834 + 996
21,000
=
4,830
21,000
= 0.2300 = 23 cM Incorrect distance =
½(7,668) + 3×(140 + 332)
21,000
=
3,834 + 1,416
21,000
=
5,250
21,000
= 0.2500 = 25 cM Incorrect distance =
½(3,042) + 3×(53)
21,000
=
1,521 + 159
21,000
=
1,680
21,000
= 0.0800 = 8 cM Incorrect MC

03fa_84d2

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e f m
e f m
33
2
+ + m
+ + m
e f +
e f +
18
3
+ + m
+ f +
e + m
e f +
1,014
4
+ f +
+ f +
e + m
e + m
3,003
5
+ f +
+ f m
e + +
e + m
2,418
6
+ f m
+ f m
e + +
e + +
114
TOTAL = 6,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and F
distance =
½(1,014 + 2,418) + 3×(18 + 114)
6,600
=
1,716 + 396
6,600
=
2,112
6,600
= 0.3200 = 32 cM Incorrect distance =
½(2,418) + 3×(33 + 114)
6,600
=
1,209 + 441
6,600
=
1,650
6,600
= 0.2500 = 25 cM Incorrect distance =
½(1,014) + 3×(18)
6,600
=
507 + 54
6,600
=
561
6,600
= 0.0850 = 8.50 cM Incorrect distance =
½(2,418) + 3×(114)
6,600
=
1,209 + 342
6,600
=
1,551
6,600
= 0.2350 = 23.50 cM Incorrect distance =
½(1,014) + 3×(18 + 33)
6,600
=
507 + 153
6,600
=
660
6,600
= 0.1000 = 10 cM Correct MC

38d8_5ed1

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
b f t
b f t
169
2
+ + +
+ f +
b + t
b f t
2,748
3
+ + t
+ + t
b f +
b f +
95
4
+ + t
+ f +
b + t
b f +
2,202
5
+ f +
+ f +
b + t
b + t
4,653
6
+ f t
+ f t
b + +
b + +
33
TOTAL = 9,900

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and T
distance =
½(2,202 + 2,748) + 3×(33)
9,900
=
2,475 + 99
9,900
=
2,574
9,900
= 0.2600 = 26 cM Incorrect distance =
½(2,202) + 3×(33 + 95)
9,900
=
1,101 + 384
9,900
=
1,485
9,900
= 0.1500 = 15 cM Incorrect distance =
½(2,202 + 2,748) + 3×(95 + 169)
9,900
=
2,475 + 792
9,900
=
3,267
9,900
= 0.3300 = 33 cM Incorrect distance =
½(2,748) + 3×(169)
9,900
=
1,374 + 507
9,900
=
1,881
9,900
= 0.1900 = 19 cM Incorrect distance =
½(2,748) + 3×(33 + 169)
9,900
=
1,374 + 606
9,900
=
1,980
9,900
= 0.2000 = 20 cM Correct MC

dffc_e9d3

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
e j r
e j r
73
2
+ + +
+ + r
e j +
e j r
882
3
+ + r
+ + r
e j +
e j +
1,230
4
+ + r
+ j +
e + r
e j +
738
5
+ j +
+ j +
e + r
e + r
47
6
+ j r
+ j r
e + +
e + +
30
TOTAL = 3,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes E and J
distance =
½(738 + 882) + 3×(47 + 73)
3,000
=
810 + 360
3,000
=
1,170
3,000
= 0.3900 = 39 cM Incorrect distance =
½(738 + 882) + 3×(30)
3,000
=
810 + 90
3,000
=
900
3,000
= 0.3000 = 30 cM Incorrect distance =
½(882) + 3×(73)
3,000
=
441 + 219
3,000
=
660
3,000
= 0.2200 = 22 cM Incorrect distance =
½(738) + 3×(30 + 47)
3,000
=
369 + 231
3,000
=
600
3,000
= 0.2000 = 20 cM Correct distance =
½(882) + 3×(30 + 73)
3,000
=
441 + 309
3,000
=
750
3,000
= 0.2500 = 25 cM Incorrect MC

cfa4_17c0

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d e t
d e t
40
2
+ + t
+ + t
d e +
d e +
6,000
3
+ + t
+ e +
d + t
d e +
2,244
4
+ + t
+ e t
d + +
d e +
3,468
5
+ e +
+ e +
d + t
d + t
66
6
+ e t
+ e t
d + +
d + +
182
TOTAL = 12,000

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes D and E
distance =
½(2,244 + 3,468) + 3×(40 + 66 + 182)
12,000
=
2,856 + 864
12,000
=
3,720
12,000
= 0.3100 = 31 cM Incorrect distance =
½(3,468) + 3×(40 + 182)
12,000
=
1,734 + 666
12,000
=
2,400
12,000
= 0.2000 = 20 cM Incorrect distance =
½(2,244) + 3×(66)
12,000
=
1,122 + 198
12,000
=
1,320
12,000
= 0.1100 = 11 cM Incorrect distance =
½(2,244 + 3,468) + 3×(66 + 182)
12,000
=
2,856 + 744
12,000
=
3,600
12,000
= 0.3000 = 30 cM Correct distance =
½(2,244) + 3×(40 + 66)
12,000
=
1,122 + 318
12,000
=
1,440
12,000
= 0.1200 = 12 cM Incorrect MC

2393_fb2d

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
d f h
d f h
11
2
+ + +
+ f +
d + h
d f h
2,256
3
+ + h
+ + h
d f +
d f +
43
4
+ f +
+ f +
d + h
d + h
12,193
5
+ f +
+ f h
d + +
d + h
11,028
6
+ f h
+ f h
d + +
d + +
269
TOTAL = 25,800

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and H
distance =
½(11,028) + 3×(43 + 269)
25,800
=
5,514 + 936
25,800
=
6,450
25,800
= 0.2500 = 25 cM Incorrect distance =
½(2,256) + 3×(43 + 269)
25,800
=
1,128 + 936
25,800
=
2,064
25,800
= 0.0800 = 8 cM Incorrect distance =
½(11,028) + 3×(11 + 43)
25,800
=
5,514 + 162
25,800
=
5,676
25,800
= 0.2200 = 22 cM Incorrect distance =
½(2,256 + 11,028) + 3×(11 + 269)
25,800
=
6,642 + 840
25,800
=
7,482
25,800
= 0.2900 = 29 cM Correct distance =
½(2,256) + 3×(11 + 43)
25,800
=
1,128 + 162
25,800
=
1,290
25,800
= 0.0500 = 5 cM Incorrect MC

4dba_00b2

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
h p y
h p y
50
2
+ + +
+ + y
h p +
h p y
1,356
3
+ + y
+ + y
h p +
h p +
1,701
4
+ + y
+ p +
h + y
h p +
462
5
+ p +
+ p +
h + y
h + y
7
6
+ p y
+ p y
h + +
h + +
24
TOTAL = 3,600

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes H and P
distance =
½(1,356) + 3×(24 + 50)
3,600
=
678 + 222
3,600
=
900
3,600
= 0.2500 = 25 cM Incorrect distance =
½(462) + 3×(7 + 24)
3,600
=
231 + 93
3,600
=
324
3,600
= 0.0900 = 9 cM Correct distance =
½(1,356) + 3×(50)
3,600
=
678 + 150
3,600
=
828
3,600
= 0.2300 = 23 cM Incorrect distance =
½(462 + 1,356) + 3×(7 + 24 + 50)
3,600
=
909 + 243
3,600
=
1,152
3,600
= 0.3200 = 32 cM Incorrect distance =
½(462) + 3×(7)
3,600
=
231 + 21
3,600
=
252
3,600
= 0.0700 = 7 cM Incorrect MC

50fc_456b

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f t w
f t w
37
2
+ + w
+ + w
f t +
f t +
40
3
+ + w
+ t w
f + +
f t +
1,758
4
+ t +
+ t +
f + w
f + w
90
5
+ t +
+ t w
f + +
f + w
2,568
6
+ t w
+ t w
f + +
f + +
6,607
TOTAL = 11,100

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes T and W
distance =
½(2,568) + 3×(37 + 90)
11,100
=
1,284 + 381
11,100
=
1,665
11,100
= 0.1500 = 15 cM Incorrect distance =
½(1,758) + 3×(37 + 40)
11,100
=
879 + 231
11,100
=
1,110
11,100
= 0.1000 = 10 cM Incorrect distance =
½(2,568) + 3×(90)
11,100
=
1,284 + 270
11,100
=
1,554
11,100
= 0.1400 = 14 cM Incorrect distance =
½(1,758 + 2,568) + 3×(40 + 90)
11,100
=
2,163 + 390
11,100
=
2,553
11,100
= 0.2300 = 23 cM Correct distance =
½(1,758 + 2,568) + 3×(37 + 40 + 90)
11,100
=
2,163 + 501
11,100
=
2,664
11,100
= 0.2400 = 24 cM Incorrect MC

052d_f7e5

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
k p w
k p w
117
2
+ + w
+ + w
k p +
k p +
94
3
+ + w
+ p w
k + +
k p +
3,882
4
+ p +
+ p +
k + w
k + w
175
5
+ p +
+ p w
k + +
k + w
5,268
6
+ p w
+ p w
k + +
k + +
13,864
TOTAL = 23,400

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes P and W
distance =
½(3,882) + 3×(94 + 117)
23,400
=
1,941 + 633
23,400
=
2,574
23,400
= 0.1100 = 11 cM Incorrect distance =
½(5,268) + 3×(175)
23,400
=
2,634 + 525
23,400
=
3,159
23,400
= 0.1350 = 13.50 cM Incorrect distance =
½(3,882 + 5,268) + 3×(94 + 175)
23,400
=
4,575 + 807
23,400
=
5,382
23,400
= 0.2300 = 23 cM Correct distance =
½(5,268) + 3×(117 + 175)
23,400
=
2,634 + 876
23,400
=
3,510
23,400
= 0.1500 = 15 cM Incorrect distance =
½(3,882 + 5,268) + 3×(94 + 117 + 175)
23,400
=
4,575 + 1,158
23,400
=
5,733
23,400
= 0.2450 = 24.50 cM Incorrect MC

786a_d792

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
f r w
f r w
48
2
+ + +
+ r w
f + +
f r w
816
3
+ + w
+ + w
f r +
f r +
46
4
+ r +
+ r +
f + w
f + w
58
5
+ r +
+ r w
f + +
f + w
894
6
+ r w
+ r w
f + +
f + +
1,588
TOTAL = 3,450

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and R
distance =
½(894) + 3×(46 + 58)
3,450
=
447 + 312
3,450
=
759
3,450
= 0.2200 = 22 cM Incorrect distance =
½(816) + 3×(46 + 48)
3,450
=
408 + 282
3,450
=
690
3,450
= 0.2000 = 20 cM Correct distance =
½(816) + 3×(48)
3,450
=
408 + 144
3,450
=
552
3,450
= 0.1600 = 16 cM Incorrect distance =
½(816 + 894) + 3×(46 + 48 + 58)
3,450
=
855 + 456
3,450
=
1,311
3,450
= 0.3800 = 38 cM Incorrect distance =
½(816 + 894) + 3×(48 + 58)
3,450
=
855 + 318
3,450
=
1,173
3,450
= 0.3400 = 34 cM Incorrect MC

c3a3_d40d

Unordered Tetrad Three Gene Mapping

In this problem, you will use unordered tetrads to determine the between a single pair of genes and calculate the distances between them. The yeast Saccharomyces cerevisiae is used in this study. A cross has been performed to study the linkage relationships among three genes, and the resulting genotypes are summarized in the table below.

Characteristics of Recessive Phenotypes

Set # Tetrad Genotypes Progeny
Count
1
+ + +
+ + +
a f y
a f y
25
2
+ + +
+ f +
a + y
a f y
2,292
3
+ + y
+ + y
a f +
a f +
37
4
+ f +
+ f +
a + y
a + y
15,983
5
+ f +
+ f y
a + +
a + y
3,792
6
+ f y
+ f y
a + +
a + +
71
TOTAL = 22,200

The resulting phenotypes are summarized in the table above.

Step-by-Step Instructions
Determine the distance between the two genes F and Y
distance =
½(2,292 + 3,792) + 3×(25 + 71)
22,200
=
3,042 + 288
22,200
=
3,330
22,200
= 0.1500 = 15 cM Correct distance =
½(3,792) + 3×(37 + 71)
22,200
=
1,896 + 324
22,200
=
2,220
22,200
= 0.1000 = 10 cM Incorrect distance =
½(2,292) + 3×(25)
22,200
=
1,146 + 75
22,200
=
1,221
22,200
= 0.0550 = 5.50 cM Incorrect distance =
½(2,292 + 3,792) + 3×(25 + 37 + 71)
22,200
=
3,042 + 399
22,200
=
3,441
22,200
= 0.1550 = 15.50 cM Incorrect distance =
½(2,292) + 3×(25 + 37)
22,200
=
1,146 + 186
22,200
=
1,332
22,200
= 0.0600 = 6 cM Incorrect