2. The Hardy-Weinberg Equilibrium Flashcards

1
Q

What is population genetics and why is it important?

A
  1. The study of how Mendel’s Law and other concepts apply to the population level
  2. Integrates genetics and population biology
  3. Vital for understanding evolutionary history and forces
  4. Practical applications in human genetics eg. personalised genomic medicine
  5. Applications in plant breeding eg. greater yield and resistance to solve food crisis
  6. Applications in conservation eg. maintain diversity during 6th mass extinction
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2
Q

How do dominance and recessivity work in genetics?

A
  1. Present at phentotypic level, not genotypic
  2. Continuous traits are refulated by many different genes, not just one set of dominant/recessive alleles, as found in E. Castle’s rat experiments (Barton et al., 2007)
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3
Q

How do we approach Mendelian inheritance in a population as opposed to in an individual?

A
  1. There are many pairs of matings at a population scale
  2. Mendelian inheritance doesn’t dilute variation, which allows natural selection and other forces to act (Barton et al., 2007)
  3. Random mating of individuals is treated as a random union of gametes ie. as a gene pool
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4
Q

What assumptions do we make about Hardy-Weinberg Equilibrium at population level?

A
  1. Diploid organism
  2. Loci are autosomal - things must be tweaked for sex-linked loci (Futuyma, 2013)
  3. Sexual reproduction
  4. Generations non-overlapping ie. grow, breed, die, repeat
  5. Panmictic population
  6. Population is infinitely large- a finite population would skew the outcomes due to chance (Futuyma, 2013)
  7. No mutation so no creation/destruction of variance
  8. No migration
  9. Natural selection not operating ie. equal fitness across organisms to prevent genotype frrquency (Futuyma, 2013)
  10. Equal segregation of alleles into gametes to prevent segregation distortion/meiotic drive (Futuyma, 2013)
  11. Just because assumptions are true, doesn’t mean they are at HWE
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5
Q

How do expected frequencies vary for Mendelian crosses between individuals and populations?

A
  1. In a single cross, the expected frequency of an allele, if there are 2, can be 0, 50 or 100%
  2. In a population, the freq. can range from 0-100%
  3. In a population of Mendelian crosses, allele frequencies do not change
  4. After one generation of tandom mating, HWE will be reached and frequency does not change
  5. System becomes stable until disturbed
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6
Q

What is the Hardy-Weinberg equilibrium?

A
  1. Created independently by Godfrey Hardy and Wilhelm Weinberg in 1908
  2. Equilibrium genotype ratios: p2 : 2pq : q2 in F1
  3. Even in extreme examples eg. random mating in a population of homozygotes, HWE is reached by F1
  4. p2 + 2pq + q2 = 1
  5. p - q = 1
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7
Q

How do we test for deviation from HWE values?

A
  1. In nature, expected HWE values often match what is observed
  2. Chi squared typically shows HWE freqs, eg. for the codominant M and N alleles of the glycophorin A gene in rbcs
  3. Chi squared value, p = 0.9, so HWE
  4. This doesn’t mean the model is correct, just consistent, but cannot reject either
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8
Q

When is HWE useful in practice?

A
  1. Most human diseases are recessive
  2. If genes have a dominant and recessive allele, it is impossible to differentiate between heterozygotes and dominant homozygotes
  3. Assumption of HWE means recessive homozygote is at frequency q2
  4. eg. cystic fibrosis - there are 80x more carriers than sufferers
  5. This was used in NHS tactics for a long time but direct measurement is now possible
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9
Q

Why does HWE carry so much importance?

A
  1. In absence of evolutionary forces, allele and genotype frequencies remain constant ie. evolution doesn’t exist
  2. Under HWE, a new mutation would remain at low freq. indefinately (Futuyma, 2013)
  3. Explains why, at most loci, genotype frequencies are usually in line with HWE frequencies
  4. Can predict frequency of disease carriers
  5. Example of a basic poopulation genetics model in which symbolic notation demonstrates how something works
  6. It is a null hypothesis that can be rejected and proves evolution occurs
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