Chapter 27 - Population Genetics Flashcards
This field of genetics is concerned with genetic variation, its extent within populations, and how it changes over many generations
Population genetics
When did population genetics emerge as a branch of genetics?
1920s/1930s
The foundations of population genetics are largely attributed to these three mathematicians
Sir Ronald Fisher, Sewall Wright and J. B. S. Haldane
All of the alleles of every gene in a population make up this
Gene pool
Only these individuals contribute to the gene pool of the next generation
Individuals that reproduce
This is a group of individuals of the same species that occupy the same region and can interbreed with each other
Population
A large population is usually composed of these smaller groups
Local populations
Local populations are often separated from each other by these
Moderate geographic barriers
A population may change in these three ways
Size, geographic location and genetic composition
This term describes a gene that commonly exists as two or more alleles in a population
Polymorphic
This term describes a gene that exists predominantly as a single allele
Monomorphic
When a single allele is found in at least this percentage of cases in a population, it is considered monomorphic
99%
Genetic variation is often this, a change in a single base pair in the DNA
Single-nucleotide polymorphism (SNP)
SNPs account for this percentage of variation among people
90%
In humans, a gene that is 2,000 to 3,000 base pairs contains this many different polymorphic sites on average
10
What is the formula for allele frequency?
Allele frequency = Number of copies of an allele in a population / Total number of alleles for that gene in a population
What is the formula for genotype frequency in a population?
Genotype frequency = Number of individuals with a particular genotype in a population / Total number of individuals in a population
For a given trait, the allele and genotype frequencies are always less than or equal to this number
1 (or 100%)
What will the allele frequency be for a monomorphic gene in a population?
Equal or close to 1
For polymorphic genes in a population, the frequencies of all alleles should add up to this number
1
This equation was formed independently by Godfrey Harold Hardy and Wilhelm Weinberg in 1908 to relate allele and genotype frequencies in a population
Hardy-Weinberg equation
The Hardy-Weinberg equation states that, under a given set of conditions, allele and genotype frequencies do this
Remain unchanged over many generations
What are the five conditions that make the Hardy-Weinberg equation true for allele frequencies in a population?
- No new mutations; 2. No genetic drift; 3. No migration; 4. No natural selection; 5. Random mating