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If a small founder population of 12 people ends up on a small island, and one member of the population had a mutation that creates a new allele, what is the likelihood that the allele will be eliminated from the population? Enter your answer as a percentage (not decimal), omit the percent sign however.

Respuesta :

A Proximity of 92 percentage may likely be eliminated from the population.

Explanation:

This is based on the principle of genetic drift which states that the allele frequency in a population changes from generation to generation. Sometimes there in a loss of alleles and otherwise there is a fixation or rise.

If there is a probability of an allele being fixed we have to calculate the initial frequency of the mutation.

Mutation fixing probability = No. mutation alleles / total Number of alleles

                                           = 1/12 = 0.083

Therefore the probability of the allele getting eliminated is

Elimination probability = 1 – mutation fixing probability

                                     = 1 - 0.083  = 0.917  =91.7 % = 92 %

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