defined as a group of organisms of the same species occupying a particular space at a particular time that can potentially interbreed and produce fertile offspring
species
defined as a group of similar organisms that can reproduce to give fertile offspring
two organisms from a different species cannot produce fertile offspring is due to the fact that different species have a different diploid number of chromosomes in their cells
Defining a species
The system used by biologists to organise living organisms into categories is based on dividing organisms into species
several factors that need to be taken into consideration when defining a species or determining whether two organisms belong to the same species
Similarities/differences in observable features (morphology)
Similarities/differences in DNA
Similarities/differences in RNA
Similarities/differences in proteins
The ability to interbreed and produce fertile offspring
A gene pool is the collection of genes within an interbreeding population at a particular time
As these genes can have different alleles, a gene pool can also be thought of as the sum of all the alleles of the genes of a population (of a single species) at a particular time
How often different alleles occur in the gene pool of a population is known as the allele frequency
The gene pool (or allele frequencies) in a species population can change over time due to processes such as natural selection
Conditions for the Hardy-Weinberg principle
Organisms are diploid
Organisms reproduce by sexual reproduction only
No overlap between generations, i.e. parents do not mate with offspring
Mating is random
The population is large
No migration, mutation, or selection
No individuals entering the population (immigration) or leaving (emigration)
Allele frequencies are equal in both sexes
Selection
Both natural and artificial selection
The Hardy-Weinberg principle can be useful when building models and making predictions
As there are only two alleles at a single gene locus for a phenotypic trait in the population:
p + q = 1
As these are all the possible genotypes of individuals in the population the following equation can be constructed: