There are two alleles ($A_1$ and $A_2$) in a population. If the frequency of one allele $(A_1)$ is $0$,then the frequency of the other allele $(A_2)$ is .....

In a population of $1000$ individuals,$490$ belong to genotype $MM$,$420$ to $Mm$,and the remaining to $mm$. Based on this data,the frequency of allele $m$ in the population is . . . . . . .

What can be determined using the $Hardy-Weinberg$ principle equation?

Hardy-Weinberg equilibrium is not affected by which of the following factors?

If mating is random,the population is large,and mutation does not occur,then the gene frequencies of the population from generation to generation remain constant. This principle was proposed by:

In a population exhibiting random mating,the frequency of a disease-causing recessive allele is $80\%$. What will be the frequency of carrier individuals in the population (in $\%$)?