The correct way to calculate allelic frequencies?

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SUMMARY

The discussion focuses on calculating allelic frequencies using the Hardy-Weinberg equation in a population of 43 individuals with genotypes TT, Tt, and tt. The calculated frequency of the recessive allele t was found to be 0.47 through direct allele counting, while the Hardy-Weinberg equation yielded a frequency of 0.53. This discrepancy highlights the importance of understanding the assumptions of Hardy-Weinberg equilibrium, which may not apply to all populations, particularly regarding random mating and selection pressures.

PREREQUISITES
  • Understanding of Hardy-Weinberg equilibrium principles
  • Basic knowledge of genotype and allele frequency calculations
  • Familiarity with population genetics terminology
  • Ability to perform basic mathematical operations related to genetics
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  • Study the assumptions of Hardy-Weinberg equilibrium in detail
  • Learn about allele frequency calculations in non-equilibrium populations
  • Explore the implications of selection and mating patterns on genetic diversity
  • Investigate real-world examples of populations deviating from Hardy-Weinberg equilibrium
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Students in genetics, population biologists, and researchers analyzing genetic variation in populations will benefit from this discussion.

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Homework Statement



Out of a total of 43 people, 15 contain the genotype TT, 16 with Tt, and 12 with tt. Need to determine the allelic frequency of the recessive allele t.

Homework Equations



1=p2+2pq+q2

1=p+q

The Attempt at a Solution



By counting up the individual alleles and divided by the total alleles in this question, I get a different answer than by using the Hardy-Weinberg equation. Total t alleles add up to (16 in the heterozygotes and 24 total in the homozygous recessive genotypes) 40. Dividing 40 by 86 gives a value of around 0.47. Using the Hardy-Weinberg equation, where the 12 is divided by 43 to get the genotype frequency, and then square-rooted, a value of 0.53 is obtained for the frequency: a significantly different number than the 0.47 previously counted up. What is the correct solution?
 
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You have counted up the gene frequencies, there is no doubt about it. There is nothing to stop there being this collection of individuals.

You get a different figure when you take the TT to be p2. You will get an absurd figure when you calculate q from the tt.

This is trying to tell you something.

What is Hardy-Weinberg about?
 
A Hardy-Weinberg equilibrium makes certain assumptions about the population under study (e.g. random mating between individuals, no selection), so not all populations are in Hardy-Weinberg equilibrium.
 

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