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A Northern Ontario Geneticist is mapping genes in raccoon. She takes raccoon fem

ID: 171812 • Letter: A

Question

A Northern Ontario Geneticist is mapping genes in raccoon. She takes raccoon females heterozygous for each of three autosomal recessive Procyon lotor, also known as the common mutations (red fur [a], no rings around eyes [b], and absence of striped tail [c]), and testcrosses them to males showing all three mutant phenotypes producing 1000 progeny of the following phenotype:

red hair, no ring, no stripe 432

WT 429

red hair, no ring 37

red hair, no stripe 35

no ring 34

no stripe 33

A] Show the arrangement/order of alleles in the heterozygous trihybrid female parent (1 mark)

B] Draw the genetic map that explains the obtained data (2 marks)

C] Show whether or not Interference is occurring (2 marks)?

Explanation / Answer

Answer:-

Phenotype

Number

+ + +

429 ( Wild Type )

b a c

432

b a +

37

+ a c

35

b + +

34

+ + c

33

Total

1000

The most frequent reciprocal pairs of phenotypic classes which arise from non-crossover gametes tell us the genotype of the original parents. Here (+ + +) and (b a c) are parental classes which have 460 and 450 members respectively for a total of 861 (429+432).

A single cross over between b-a produces b++ and +ac which have 34 and 35 members respectively for a total of (34+35)=69. Therefore, the frequency of S.C.O between b-a is (69/1000)*100 = 6.9%

Similarly, other single crossing over between a-c produces ba+ and ++c phenotypic classes which have 37 and 33 members repectively for a total of (37+33) = 70. Therefore the frequency of S.C.O between a-c is (70/1000)*100 = 0.7%

a) Arrangement/order of alleles in the heterozygous trihybrid female parent is - b   a   c

Where b = no rings around eyes, a = Red fur, c = absence of striped tail.

b) Genetic map is –

b-----------------------6.9mu-----------------------------a-------0.7mu-------c

c) There is no inference is occurring because here D.C.O has not occurred.

Phenotype

Number

+ + +

429 ( Wild Type )

b a c

432

b a +

37

+ a c

35

b + +

34

+ + c

33

Total

1000

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