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This is from an advance genetic class Conservationists are concerned for the fate of the
endangered Amur leopard. Recent surveys of their native habitat show that there are 110
leopards left in the wild. However, 75 of these are males and 35 of these arc females. What is the
effective population size for Amur leopards? Why is this a concern? Before World War II the
frequency of individuals with attached earlobes (an autosomal recessive, selectively neutral trait)
was estimated to be 64%. Radiation following the bombing of Japan was thought to raise the
mutation rate by 10 fold. Suppose the mutation rates for earlobe attachment was raised to: A
rightarrow a = 10^-4 and a rightarrow A = 10^-7. What would the frequency of the A and a
alleles be in the generation born after World war II? Assuming these mutation rates remained
constant, and individuals continued not to select their mates based on earlobe appearance, what
will be the new equilibrium frequency of the two alleles in the population? Ninety rats live on a
island, and the frequency of a recessive coat color allele in this population is 0.8. Ten rats from
the mainland arc inadvertently brought to the island by a ferry boat. The frequency of the coat
color allele in the mainland rat population is .20. After migration, what is the frequency of the
coat color allele in the new rat population on the island?
Solution
1:- Answer
Effective population size is given by
Ne= Nf Nm/ Nf + Nm
Nm:- No. Of breeding males
Nf :- No. Of breeding females
Ne :- 75 x 35/ 75 + 35 = 2625/110 = 23.86
Since effective pop. Size the no. Of breeding individuals that contribute offsprings to next
generation lower values means pop. Can go extinct if lower individuals breed.

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  • 1. This is from an advance genetic class Conservationists are concerned for the fate of the endangered Amur leopard. Recent surveys of their native habitat show that there are 110 leopards left in the wild. However, 75 of these are males and 35 of these arc females. What is the effective population size for Amur leopards? Why is this a concern? Before World War II the frequency of individuals with attached earlobes (an autosomal recessive, selectively neutral trait) was estimated to be 64%. Radiation following the bombing of Japan was thought to raise the mutation rate by 10 fold. Suppose the mutation rates for earlobe attachment was raised to: A rightarrow a = 10^-4 and a rightarrow A = 10^-7. What would the frequency of the A and a alleles be in the generation born after World war II? Assuming these mutation rates remained constant, and individuals continued not to select their mates based on earlobe appearance, what will be the new equilibrium frequency of the two alleles in the population? Ninety rats live on a island, and the frequency of a recessive coat color allele in this population is 0.8. Ten rats from the mainland arc inadvertently brought to the island by a ferry boat. The frequency of the coat color allele in the mainland rat population is .20. After migration, what is the frequency of the coat color allele in the new rat population on the island? Solution 1:- Answer Effective population size is given by Ne= Nf Nm/ Nf + Nm Nm:- No. Of breeding males Nf :- No. Of breeding females Ne :- 75 x 35/ 75 + 35 = 2625/110 = 23.86 Since effective pop. Size the no. Of breeding individuals that contribute offsprings to next generation lower values means pop. Can go extinct if lower individuals breed.