Final - Population Genetics Flashcards
Population genetics
- the study of the distribution of genes in populations and how the frequencies of genes and genotypes are maintained or changed from generation to generation
Population
- local group of organisms belonging to a single species
- composed of interbreeding individuals who share a common gene pool
Gene Pool
- the set of genes contained in an entire population
Allele frequency
- frequency of an allele in a population, as measured by its percentage of the total number of alleles at a particular gene locus
Genotype frequency
- percentage of individuals in a population who are homozygous or heterozygous for an allele at a particular locus
Hardy Weinberg Law
- can be used to determine allele and gentotype frequencies in a population.
- states these frequencies remain constant from one generation to the next under 5 conditions
5 conditions of Hardy Weinberg Law
- Large population size
- Random mating between individuals in the population
- No mutations in the alleles
- No migration into or out of the population
- No natural selection (i.e. all genotypes are equally viable and fertile)
Equation for Allele Frequency
p + q = 1
A) (a
Equation for genotype frequency
p^2 + 2pq + q^2 = 1
(AA) (Aa) (aa)
Equation for Frequency of Allele from genotype Frequency
Freq (allele) = Freq (homozygote) + 1/2 Freq (heterozygote)
B = BB + 1/2 Bb
p = p^2 + 1/2 pq
Frequency of phenotype => genotype => allele
p = Sqrt (p^2)
a aa
Recessive allele Frequency in males
= phenotype frequency, since males have only 1 X chromosome
Applications of Population genetics
- Use in genetic Counseling
- To plan genetic screening programs
- In molecular diagnostics testing
Consanguineous Mating
- interbreeding
- 2 individuals who share a common ancestor preceeding 2 or 3 generations
Assortive Mating
- based on factors like race, ethnic groups, culture differences, religious beliefs, intelligence, language