You sample a population of Poecillia reticulata, fish commonly known as guppies, and obtain following genotype counts. Is the population in Hardy Weinberg Equilibrium? If not, how many generations until would it take to get there (assuming this population is not violating any of the assumptions of Hardy Wienberg)? Show your calculations. Genotype AA Aa aa # sampled 219 45 6 Note: this question is about chi-squared test. Not just P+Q.
Individuals with genotype AA= 219
Individuals with genotype Aa= 45
Individuals with genotype aa= 6
Total = 270
Observed and expected frequency:
Obs | Exp | |
AA | 81.11111 | 25 |
Aa | 16.66667 | 50 |
aa | 2.222222 | 25 |
Chi-square Analysis
(O-E)2 | E2 | (O-E)2/E2 |
3148.457 | 625 | 5.037531 |
1111.111 | 2500 | 0.444444 |
518.8272 | 625 | 0.830123 |
Total | 6.312099 |
P value<0.05
The null hypothesis is rejected and thus alternative hypothesis that there is a difference between the observed frequency and the expected frequency of Hardy-Weinberg's law.
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