Selection Flashcards
evolution
change in genetic composition of populations over time
observed in lab experiments, natural populations, fossil record
occurs through natural selection
Darwin’s Observations
- if every individual was to successfully reproduce, populations will grow exponentially
- populations tend to remain stable in size
- differential reproductive success - resources are present in constant amounts in stable environments
- variation between individuals is present in populations
- different phenotypes leads to differential fitness - some types of variation is heritable
- passed from parent to offspring
- type of variation that undergoes evolution
What type of traits can evolve?
~ only heritable traits can evolve
~ successive generations will contain an increasing proportion of individuals descended from parents with those helpful variation
natural selection
- results in change in frequency of phenotypes
- some phenotypes might help their bearer survive better, so they produce more offspring
- beneficial phenotypes that have a genetic basis will increase in frequency since they are inherited from successful offspring
THIS is evolution
alleles
different forms of a gene formed by mutation
diploid
contains two alleles for one gene
two copies of the gene
natural selection sees…
phenotype
i.e: which phenotypes produces an advantage?
mechanisms of evolution
some act on variability present within the populations, others act to alter the amount of variability
null conditions
a large breeding population = no genetic drift
random mating = no sexual selection
no change in allelic frequency due to mutation = no mutation
no change in allelic frequency due to immigration or emigration = no migration
no natural selection
null hypothesis
natural selection is NOT occurring
selection is not favoring one phenotype over another
therefore, selection is not favoring one allele or genotype
Hardy-Weinberg
describes a population in which evolution is not occurring
only when there are two alleles at a single locus
Hardy-Weinberg equations
f(AA) = p^2
f(AB) = 2pq
f(BB) = q^2
allele frequency equations
p = f(A) = [2(AA) + AB]/2(T)
q = f(B) = [2(BB) + AB]/2(T)