In a population of 100 individuals, 50 are genotype mm, 40 are mn, and 10 are nn. what are the frequencies of the m and n alleles in this population? in a population of 100 individuals, 50 are genotype mm, 40 are mn, and 10 are nn. what are the frequencies of the m and n alleles in this population? f(m) = 0.5, f(n) = 0.5 f(m) = 0.1, f(n) = 0.9 f(m) = 0.9, f(n) = 0.1 f(m) = 0.3, f(n) = 0.7 f(m) = 0.7, f(n) = 0.3

F(M) = 0.7 F(N)=0.3

Explanation:

We need to take into account that individuals NN and MM only N or M aleles respectively while MN gives just half of the allelic contribution for each. With this in mind we have the following probabilities for getting each of the alleles: MM => p(M) = 1.0 and p(N)=0.0

MN => p(M ) = 0.5 and p(N) = 0.5

NN => P(M) = 0.0 and p(N) = 1.0

With this we can calculate the frequencies of the M and N alleles in the population with 100 individuals using the following formulas

For f(M):

The frequency of the M allele is 0.7

For f(N):

The frequency of the N allele is 0.3

the backbone of the dna and rna compound is sugar phosphate.

answer:

convection currents in the magma drive plate tectonics. heat generated from the radioactive decay of elements deep in the interior of the earth creates magma (molten rock) in the aesthenosphere. the aesthenosphere (70 ~ 250 km) is part of the mantle, the middle sphere of the earth that extends to 2900 km.