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all four progeny classes from the testcross

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Solve the following genetic problems as described. Some of the problems are already solved but need to be explained more In detail as described marked in yellow.

Question Five

If Y/Y . O/O is crossed to y/y . o/o, and the F1 is testcrossed, what percentage of the testcross progeny will be Y/y . O/o if the two genes are

The cross is Y/Y. O/O x y/y. o/o , thus the F1 would be Y/y. O/o.

  1. unlinked –

If the genes are unlinked, all four progeny classes from the testcross (including y/y ; o/o) would equal 25 %

Show the solution in a punnet square !!!

  1. completely linked (no crossing-over at all)

With completely linked genes, the F1 would produce only Y O and y o gametes. Therefore, there would be a 50% chance of having y o/y o progeny from a testcross of this F1.

THIS IS CORRECT ANSWER – DOES NOT NEED ANY MORE SOLUTION

  1. 25 map units apart? Explain your answer.

If the two genes are linked and 25 map units apart, 25% of the testcross progeny should be recombinants. This is because the F1 is Y O/y o, y o is one of the parental classes and it should equal 1/2 of the total parental.

Show the solution in a punnet square !!! Show the calculations !!!

6. A rice breeder obtained a triple heterozygote carrying the three recessive alleles

for albino flowers (al), brown awns (b), and fuzzy leaves (fu), all paired with their

normal wild-­‐type alleles. This triple heterozygote was test-­‐crossed. The progeny

phenotypes were:

50 wild type

42 albino, brown, fuzzy

520 albino

511 brown, fuzzy

202 fuzzy

190 albino, brown

5 brown

3 albino, fuzzy

  1. Are any of the genes linked? If so, draw a map labeled with map distances.

(Don ́t bother with a correction for multiple crossovers)

There are always more parental alleles !!! other combinations are “recombinants” . how do the parental alleles in that case?

Question four

If the recessive trait albinism (a) is present in 1/40,000 individuals in a population at equilibrium, calculate the frequency of

(a) The recessive mutant allele (heterozygotes in the population

In assuming the population is in H-W equilibrium, then the frequency of individuals with the albino genotype is the Frequency of (aa) =Q2

Frequency of the recessive mutant allele will be 1/40000=0.000025 Square root= 0.005

Therefore the frequency allele of albinism is 0.005

(C)The frequency of the normal allele

The frequency of the normal allele is equal to 1-q = 1 -0.005= 0.995

CORRECT !!!

(d) mating between heterozygotes

. We’d then predict that the frequency of Hopi who are homozygous normal (genotype AA) is p2 , which is 0.873. In other words, 87.3% of the population, or an estimated 5238 people, should be homozygous normal. The frequency of carriers we’d predict to be 2pq, which is 0.123. So 12.3%, or 737 people, should be carriers of albinism, if the population is in H-W.

CALCULATE THE RISK/CHANCE OF TWO HETEROZYGOUS MATES !!! SHOW CALCULATIONS

Aa x Aa) Aa = 2pq

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