Hardy-Weiberg Equilibrium Lab Report

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Introduction
Evolution is the process in which organisms change from one generation to the next over a period of time. The Hardy-Weinberg equation is one of the most popular ways to determine if a certain trait within a population is changing. The Hardy-Weinberg equation provides a null-hypothesis to compare to the observation of the population. One can predict the outcome of the estimated amount of offspring in a population by using two alleles to determine which will be present in future generations. This equation uses a Punnet Square that makes a mathematical format to interpret the information. This possibility is referred to as Hardy-Weinberg equilibrium or Hardy-Weinberg principle. Although the Hardy-Weinberg equilibrium is rarely met in a given population, it can occur if only the allele and genotype remain the same from one generation to the next in the absence of different evolutionary influences. Alleles are a pair of genes that appear on a particular chromosome and control certain characteristics, such as color and
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It takes the Drosophila flies 24 hours after fertilization to go from an embryo to larva. The larva will eat and then continue to grow, taking about 6-8 days to become a pupa. During this phase, the pupa will undergo metamorphosis and change into an adult fly. The adult fly can live up to 8 weeks, which makes the perfect candidate for research studies. In this experiment two alleles will be examined, Wild type (+) and Ebony (e). These alleles determine the color of the flies when they are mature adults; wild types will have a tan body and ebony types will have a brown body (Nozawa, K, 1963). Keeping all of the following information in mind, the hypothesis is that the population of flies will fall within the Hardy-Weinberg equilibrium over three generations and the wild allele will be more dominant and prevalent than the ebony

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