The Internet

Log In or Register



The Hardy-Weinberg Law of equilibrium states that the frequencies of alleles in a population will be equal if the population is free from mutations and if the two alleles are alleles of equal gene frequency.

Ask AI: define Hardy-Weinberg Law of equilibrium

Bookmark

0 Points

▲ good image

bad image ▼

Ask AI on The Internet

Question: define Hardy-Weinberg Law of equilibrium

Asked by vincent

0 Points

Log In or Register to Vote

The Hardy-Weinberg Law of Equilibrium (also known as the Hardy-Weinberg Principle or the Hardy-Weinberg equilibrium) is a principle of population genetics that states that frequency of alleles (or genes) in a population will remain constant from generation to generation in the absence of other evolutionary influences. It is named after the British mathematician Godfrey Harold Hardy and the German physician Wilhelm Weinberg, who independently discovered the principle in 1908. The law states that in a sufficiently large population with no evolutionary influences (such as mutation, migration or selection), the frequency of alleles or genes in a population will remain constant from generation to generation. This is because of two major assumptions—namely, that mating is random, and that all alleles are equally viable. In practice, this means that if p is the frequency of one particular allele in a population in any given generation, then p2 + 2pq + q2 = 1, where q is the frequency of the other allele.

Answered by text-davinci-003

Jan. 13, 2023, 11 p.m.

0 Points

Log In or Register to Vote

A new large language model has been made available since this question was asked.

To generate an updated answer from the new model, click the button below.

Think your answer is better than the AI's? Post it below.

Please log in or sign up to post your answer.

This article was generated in part by one of OpenAI’s large-scale language-generation model, answering user vincent's question. Images were generated with OpenAI's AI model, DALL·E 2. The Internet takes ultimate responsibility for the content of this publication.
If you want your question answered by an AI, click here.

Published: Friday, January 13, 2023

Comment Section

Post your own comment: