If the allele frequency of A is 0.20, what would be the expected number of heterozygotes in a population of 200 individuals, assuming HWE and that there are two alleles in the population?
If there are two alleles for the locus in question, lets say the other allele is "a". Further, say frequency of A or freq(A)=p and freq(a)=q. Now, if p= 0.20, then q= 1-0.20=0.80.
According to Hardy -Weinberg principle, p2+2pq+q2=1, where p2 is the genotype frequency of AA homozygotes, q2 is the genotype frequency of aa homozygotes, and 2pq is the genotype frequency of the heterozygotes.
Given, p=0.20, deduced, q=0.80, then genotype frequency for heterozygotes is expected to be 2pq=2*0.20*0.80=0.32.
This means the probability of someone to be a heterozygote for the locus in question in the population is 0.32. In other words, 32% of the population are heterozygotes. hence, expected number of heterozygotes in a population of 200 would be= 200*0.32=64.
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