A population of wild-flowers was scored for flower color. There were 369 blue (BB) plants, 1915 violet (BR) plants and 748 red (RR) plants. Please round your answer correctly to 4 decimal digits.
1. What is the frequency of the blue (B) allele?
2. What is the frequency of the red (R) allele? Please round your answer correctly to 4 decimal digits.
3. A chi-square test was conducted to test the hypothesis that the population genotypic frequencies are consistent with Hardy-Weinberg equilibrium frequencies.Fill in the spaces below with the expected numbers for each phenotypic (genotypic) class in the chi-square test. What is the expected number of blue (BB) plants? Please round your answer correctly to 4 decimal digits.
4. What is the expected number of violet (BR) plants? Please round your answer correctly to 4 decimal digits.
5. What is the expected number of red(RR) plants? Please round your answer correctly to 4 decimal digits.
6. Keeping all decimal digits during your calculations and rounding your answer to 3 decimal digits, what is the calculated chi-square value?
A population of wild-flowers was scored for flower color. There were 369 blue (BB) plants, 1915 violet (BR) plants and 748 red (RR) plants. Please round your answer correctly to 4 decimal digits.
1. What is the frequency of the blue (B) allele?
2. What is the frequency of the red (R) allele? Please round your answer correctly to 4 decimal digits.
3. A chi-square test was conducted to test the hypothesis that the population genotypic frequencies are consistent with Hardy-Weinberg equilibrium frequencies.Fill in the spaces below with the expected numbers for each phenotypic (genotypic) class in the chi-square test. What is the expected number of blue (BB) plants? Please round your answer correctly to 4 decimal digits.
4. What is the expected number of violet (BR) plants? Please round your answer correctly to 4 decimal digits.
5. What is the expected number of red(RR) plants? Please round your answer correctly to 4 decimal digits.
6. Keeping all decimal digits during your calculations and rounding your answer to 3 decimal digits, what is the calculated chi-square value?
