Hardy-Weinberg Theorem
Big Idea
The Hardy-Weinberg Theorem is a null hypothesis indicating that alleles in a gene pool remain stable across generations.
Population genetics refers to changes in the genetic makeup of a population over time.
Hardy-Weinberg Postulates
Population Size: The smaller the population, the greater the effects on genetic stability.
Mutation: Refers to the occurrence of brand new genes randomly in a population.
Sexual Selection: Acts against equilibrium within a population.
Gene Flow: Movement of alleles from one population to another, introducing new genes.
Environmental Impact
The environment influences the survival of organisms.
Genetic Drift
Founder Effect: When a small group splinters from a larger population to form a new one, affecting genetic diversity.
Bottleneck Effect: A significant reduction in population size, often due to natural disasters, leading to loss of genetic variation.
Conclusion
For evolution to be absent, there must be no mutation, migration, sexual selection, small populations, or natural selection.
Hardy-Weinberg Equilibrium
Hardy-Weinberg Equilibrium is a mathematical equation that measures evolution rates. It is expressed as:
“p” indicates the dominant trait, while “q” indicates the recessive trait.
“P^2” represents homozygous dominant individuals.
“q^2” represents homozygous recessive individuals.
“2pq” represents heterozygous individuals.
If the equation does not equal 1, evolution is occurring.