Population Genetics Flashcards
What is polymorphic?
When an allele is present in more than 1% of the population
What are highly polymorphic genes? What is an example?
Determine individual characteristics and predicts that diversity of function is important
HLA genes provide variations of immune response in population
What is a polymorphism where there is a difference of one nucleotide?
Single Nucleotide Polymorphism (SNP)
What are non-polymorphic genes? What is an example?
Predicts that gene function has been optimized and that any change reduces function
Histone gene sequences are an example and they code for protein with essential cellular functions. Gene sequence is highly conserved across species
Why is it important to have a high degree of polymorphism in a population?
Allows for quick adaptation to changing environmental conditions
What are 3 facts about humans that genetic research on populations has revealed?
6 million single nucleotide polymorphisms between unrelated individuals
SNPs are normal genetic variation, they usually do not cause disease
3 deleterious recessive mutations per individual
What is the Hardy-Weinberg model?
A model for the distribution of alleles in populations
The model predicts that allele frequencies in a population will not change over time
What are the 5 assumptions of Hardy-Weinberg model?
- Population is large
- No new mutations
- All genotypes have same fitness
- Mating is random
- No influx or efflux of alleles
Are real populations ideal?
There are no ideal populations
Allele frequencies do change over time
What disrupts the equilibrium of an ideal population?
Genetic drift - population is small
New mutations
Selection - unequal fitness
Assortative matine - nonrandom
Population bottlenecks and founder effect
What do the Hardy-Weinberg equations describe?
Allele frequencies in the gene pool of a population
Genotype frequencies in populations
*Equations only work in ideal populations but are useful to calculate frequencies and can be used to detect deviations from predicted values
What are the assumptions of the Hardy-Weinberg equations?
Assume that there are wild type and mutant alleles, p and q, and that they are both alleles of the same gene
p+q = 1 and p = 1 - q
Genotypes add up to 1 –> p^2 + q^2 + 2pq = 1
What are the three possible genotypes?
pp - normal
pq - heterozygous
qq - homozygous mutant
How do we apply the Hardy-Weinberg equations to the gene pool and people?
The gene pool contains wildtype and mutant alleles
Genotypes determined by random draws from gene pool
People can get 0, 1, or 2 mutant alleles
Probabilities for each of these are calculated based on frequencies of mutant alleles q in gene pool
If 10% of alleles are mutant, what is the probability of drawing two mutant alleles in two draws?
q = 0.1
0.1 * 0.1 = 0.01 or 1%