The average allele frequency will be weighted by the proportion of the allele frequency in males and females: Where: 1 2 p=3 Pm (t) + Pf(t) Pm (t) = the allele frequency in males at time t Pf(t) = the allele frequency in females at time t We also showed the following: Pm (t+1)= pr(t) Pm (t) + pf(t) 2 These are the allele frequencies in males and females at time t+1. Pf(t+1) = Lastly these can be used to determine the genotype frequencies for females in generation t+1 for a sex- linked locus assuming HWE: P₁1(t+1)= Pm (t)pf (t) P12(t+1)= Pm (t)am(t) + am (t)pf (t) P22(t+1)= 9m (t)qf(t) Here is the problem. Consider and X-linked locus with two alleles A1 and A2. Allele A₁ has an initial allele frequency of 1.0 in females and 0 in males. Use a spreadsheet (Excel) and its graphing functions to calculate the allele frequencies in males and females for 25 generations. Also plot the expected genotype frequencies in females for 25 generations. -How long does it take for allele frequencies to reach equilibrium? -How long does it take for female genotypes to reach equilibrium?

Human Heredity: Principles and Issues (MindTap Course List)
11th Edition
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Author:Michael Cummings
Publisher:Michael Cummings
Chapter19: Population Genetics And Human Evolution
Section: Chapter Questions
Problem 9QP: Using the HardyWeinberg Law in Human Genetics Suppose you are monitoring the allelic and genotypic...
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please show the graph and plot of the calculate allele frequencies in males and females for 25 generations. *Don't just describe the answer, please show the excel work as well *
The average allele frequency will be weighted by the proportion of the allele frequency in males and
females:
Where:
1
2
P= Pm (t) + P, (t)
Pm (t) = the allele frequency in males at time t
= the allele frequency in females at time t
Pf(t):
We also showed the following:
Pm (t+1)= pf (t)
Pm (t) + pf(t)
2
These are the allele frequencies in males and females at time t+1.
Pf(t + 1) =
Lastly these can be used to determine the genotype frequencies for females in generation t+1 for a sex-
linked locus assuming HWE:
P₁1(t+1)= Pm (t)pf (t)
P₁2(t+1)= Pm (t)qm (t) + am(t)pf (t)
P22(t+1)= 9m (t)qf (t)
Here is the problem. Consider and X-linked locus with two alleles A₁ and A2. Allele A₁ has an initial allele
frequency of 1.0 in females and 0 in males. Use a spreadsheet (Excel) and its graphing functions to
calculate the allele frequencies in males and females for 25 generations. Also plot the expected
genotype frequencies in females for 25 generations.
-How long does it take for allele frequencies to reach equilibrium?
-How long does it take for female genotypes to reach equilibrium?
Transcribed Image Text:The average allele frequency will be weighted by the proportion of the allele frequency in males and females: Where: 1 2 P= Pm (t) + P, (t) Pm (t) = the allele frequency in males at time t = the allele frequency in females at time t Pf(t): We also showed the following: Pm (t+1)= pf (t) Pm (t) + pf(t) 2 These are the allele frequencies in males and females at time t+1. Pf(t + 1) = Lastly these can be used to determine the genotype frequencies for females in generation t+1 for a sex- linked locus assuming HWE: P₁1(t+1)= Pm (t)pf (t) P₁2(t+1)= Pm (t)qm (t) + am(t)pf (t) P22(t+1)= 9m (t)qf (t) Here is the problem. Consider and X-linked locus with two alleles A₁ and A2. Allele A₁ has an initial allele frequency of 1.0 in females and 0 in males. Use a spreadsheet (Excel) and its graphing functions to calculate the allele frequencies in males and females for 25 generations. Also plot the expected genotype frequencies in females for 25 generations. -How long does it take for allele frequencies to reach equilibrium? -How long does it take for female genotypes to reach equilibrium?
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