A population sample of 300 individuals is studied for the electrophoretic mobility of an enzyme that varies according to the genotype determined by 2 alleles, E and T of a single gene. The results are 7 individuals with genotype EE, 106 with genotype ET, and 187 with genotype TT. What are the allele frequencies of E and T, and what are the expected numbers of the 3 genotypes if random mating is assumed?

In a Lebanese population, the frequency of the IO allele is 0.67, while the frequency of the D allele (Rh locus) is 0.6. The two loci are independently assorting. What is the frequency of individuals with blood type O+? Assume mating in the population is random

Genotypes of leopard frogs from a population in central Kansas were determined for a locus (M) that encodes the enzyme malate dehydrogenase. The following numbers of genotypes were observed:   Calculate the genotypic and allelic frequencies for the population (round to the nearest thousandth). f(M1M1) = f(M1M2) = f(M2M2) = f(M1M3) = f(M2M3) = f(M3M3) = f(M1) = f(M2) = f(M3) =   What would be the expected number of each genotype (round to the nearest whole number assuming genotype represents an individual) assuming the population was in Hardy Weinberg equilibrium? f(M1M1) = f(M1M2) = f(M2M2) = f(M1M3) = f(M2M3) = f(M3M3) =    Referencing a p-value of 0.05 and a CV of 11.070, state if the population is in HWE. Genotype Observed Expected O–E (O–E)2 (O–E)2/E M1M1           M1M2           M2M2           M1M3           M2M3           M3M3             Chi-squared = Statement:…

In mice, black fur (W) is dominant over white fur (w). In an ideal mouse population exhibiting Hardy–Weinberg equilibrium, 177 mice out of 236 have white fur.    Calculate the number of mice that are heterozygous dominant for the fur colour gene in the population.