Question 1
During a University of Nevada, Reno blood donation campaign, the frequencies of alleles determining the ABO blood groups were 0.70 for
i, 0.2 for
IA and 0.1 for
IB. Assuming random mating, what is the expected frequency of blood type B?
◦ 0.04
◦ 0.15
◦ 0.18
◦ 0.32
◦ 0.49
Question 2
Given the following genetic profile, what is the mean fitness of the population?
![](data:image/png;base64, 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)
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