Respuesta :
The answer is; The frequency for allele O = 0.7746 while that of o = 0.2254
Well use the hardy Weinberg equation of a population at equilibrium; p2 + 2pq + q2 = 1
In our case, p2 will be 60/100 = 0.6; therefore p = square-root of 0.6 = 0.7746
Remember also that the frequencies of alleles of the same gene add up to one (1); i.e p + q = 1
Therefore q = 1 – 0.7746 = 0.2254
The frequency of the O allele is = 0.7745
The frequency of the o allele is = 0.2255
What do you mean by Purebred?
When identical genes or alleles are considered at a particular gene locus. It is called purebred.
According to Hardy-Weinberg genetic equilibrium,
[tex]P^2+2Pq+q^2=1[/tex]; P+q= 1
Given, [tex]P^2[/tex]= 60/100 = 0.6, P= √0.6 = 0.7745.
The frequency of the O allele is = 0.7745
If P+q=1, then,
0.7745+q=1, q= 1-0.7745 = 0.2255.
The frequency of the o allele is = 0.2255.
Therefore, the frequency of both alleles is determined.
To learn more about the Hardy-Weinberg genetic equilibrium, refer to the link:
https://brainly.com/question/3406634