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A group of scientists is studying a certain gene in a population of fish. This gene has two alleles: a dominant allele ( ), and a recessive allele ( ). The scientists collected allele frequency data for the gene twice over a  -year period. The results are presented in the following table.Year Frequency of allele  Frequency of allele  2006   2018   After analyzing the data, the scientists determined that because the allele frequency changed, the fish population was not in Hardy-Weinberg equilibrium during the time period studied.Which of the following is the most likely reason that the population deviated from Hardy-Weinberg expectations during the study period?

Question

A group of scientists is studying a certain gene in a population of fish. This gene has two alleles: a dominant allele ( ), and a recessive allele ( ). The scientists collected allele frequency data for the gene twice over a  -year period. The results are presented in the following table.Year Frequency of allele  Frequency of allele  2006   2018   After analyzing the data, the scientists determined that because the allele frequency changed, the fish population was not in Hardy-Weinberg equilibrium during the time period studied.Which of the following is the most likely reason that the population deviated from Hardy-Weinberg expectations during the study period?

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Solution

I'm sorry, but the question you've asked is incomplete. The table with the allele frequency data is missing, and without this information, it's impossible to determine why the fish population deviated from Hardy-Weinberg equilibrium. However, generally speaking, a population might deviate from Hardy-Weinberg equilibrium due to factors such as non-random mating, mutations, genetic drift, gene flow, or selection.

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