c=0.16
C+c=1, so
1-c=C
C=1-0.16=0.84
(C+c)^2=C^2+2Cc+c^2=1
(0.84)^2+[2(0.84)(0.16)]+(0.16)^2=1
Cc=Heterozygous dominant
Cc=2(0.84)(0.16)=0.27
CC=Homozygous dominant
CC=(0.84)^2=0.48
Frequency of CC + the frequency of Cc multiplied by 100 =percentage dominant for the trait
(0.27 +0.48)*100=75%
But if you need to know,
cc=0.25
or 25 % for the recessive trait.
In a population that is in Hardy–Weinberg equilibrium for two alleles, C and c, 16% of the population shows a recessive trait. Assuming C is dominant to c, state the percent of the population shows the dominant trait? Show your work.
Thank you!
1 answer