A gene locus has two alleles $A,$ a. If the frequency of dominant allele $A$ is $0.4$ then what will be the frequency of homozygous dominant, heterozygous and homozygous recessive individuals in the population?
$0.36(\mathrm{AA}) ; 0.48(\mathrm{Aa}) ; 0.16 \mathrm{(aa)}$
$0.16(\mathrm{AA}) ; 0.24(\mathrm{ Aa}) ; 0.36\mathrm{(aa)}$
$0.16(\mathrm{AA}) ; 0.48(\mathrm{Aa}) ; 0.36 \mathrm{(aa)}$
$0.16(\mathrm{AA}) ; 0.36(\mathrm{Aa}) ; 0.48(\mathrm{ aa })$
A population is in Hardy- weinberg equilibrium for a gene with only two alleles. If the gene frequency of an allele $A$ is $0.7$, the genotype frequency of $Aa$ is
In a random mating population in equilibrium, which of the following brings about a change in gene frequency in non-directional manner?
Gene pool is referred to
Organic evolution would have not been taken place