Biology 1001A Lecture Notes - Lecture 6: Allele Frequency, Genotype Frequency, Null Hypothesis

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18.2: Population Genetics
Populations are made up of individuals of the same species each with its own genotype. In humans (and
all diploid orgaiss, ad idiidual’s geotype icludes to alleles at each gee locus.
The su of all alleles at all gee loci i all idiiduals is called the populatio’s gene pool.
How do scientists describe the structure of the gene pool? Scientists first identify the genotypes in a
representative sample and calculate genotype frequencies (percentages of individuals possessing each
genotype - 0 < gf < 1). They can then calculate allele frequencies (relative abundance of different alleles)
from the genotype frequencies (0 < af <1 ). For a locus with two alleles, scientists use the symbol p to
identify the frequency of one allele and q to identify the frequency of another allele.
Ex. Table 18.1
Once we have described the genotype and allele frequencies of a population (i.e. the gene pool of a
population), the next question is, is the populatio eolig i.e. are the allele frequencies
chagig?.
When describing experiments, scientists often use controls to see if the experimental treatment had an
effect on the group, but in studies using observational data, there is no suitable control so they use null
models (the null hypotheses states that a particular factor has no effect on a group).
We use a null hypothesis known as the Hardy-Weinberg principle to evaluate whether allele frequencies
of the population for a particular gene locus will never change (change in allele frequencies = evolution)
The Hardy-Weinberg principle does this by stating the conditions under which a population of diploid
organisms achieves genetic equilibrium (the point at which allele frequencies or genotype frequencies
change in succeeding generations).
The conditions under which genetic equilibrium is possible:
1. No mutations are occurring (no mutations)
2. The population is closed to migration from other populations (no immigration/emigration)
3. The population is infinite in size (no genetic drift)
4. All genotypes in the population survive and reproduce equally well (no natural selection)
5. Individuals in the population mate randomly wrt to the trait being considered (no non-random
mating)
If all the conditions are met the allele frequencies of the population for an identified gene locus will
never change and the genotype frequencies will stop changing after one generation. The opposite of
the conditions outlined in the Hardy-Weinberg principle are possible causes of evolution.
Note: If conditions are met, population is not evolving in terms of the identified gene locus, but if
conditions are not met, population could either be evolving or not evolving (the converse of HW
principle is not necessarily true).
Ex. Applications of the Hardy-Weinberg Principle (p.415-416) - Hardy Weinberg Principle States that both
allele frequencies and genotype frequencies remain constant from generation to generation over time if
the population is in genetic equilibrium for a gene locus. This exercise shows that although allele
frequencies did not change between the parent generation and its offspring, the genotype frequencies
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Document Summary

Populations are made up of individuals of the same species each with its own genotype. In humans (and all diploid orga(cid:374)is(cid:373)s(cid:895), a(cid:374)d i(cid:374)di(cid:448)idual"s ge(cid:374)otype i(cid:374)cludes t(cid:449)o alleles at each ge(cid:374)e locus. The su(cid:373) of all alleles at all ge(cid:374)e loci i(cid:374) all i(cid:374)di(cid:448)iduals is called the populatio(cid:374)"s gene pool. Scientists first identify the genotypes in a representative sample and calculate genotype frequencies (percentages of individuals possessing each genotype - 0 < gf < 1). They can then calculate allele frequencies (relative abundance of different alleles) from the genotype frequencies (0 < af <1 ). For a locus with two alleles, scientists use the symbol p to identify the frequency of one allele and q to identify the frequency of another allele. Once we have described the genotype and allele frequencies of a population (i. e. the gene pool of a population), the next question is, (cid:862)is the populatio(cid:374) e(cid:448)ol(cid:448)i(cid:374)g(cid:863) (cid:894)i. e. (cid:862)are the allele frequencies cha(cid:374)gi(cid:374)g? (cid:863)(cid:895).

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