A population starts out 10% BB and 90% Bb. The population size is large, mating is...

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Biology

A population starts out 10% BB and 90% Bb. The population sizeis large, mating is random, there are no new mutations, and nomigrations. B is dominant.
Let t = the allele frequency of B and d = the allele frequencyof b. Calculate t and d.
What would you predict would be the frequency of individualswith the recessive phenotype many generations later with noselective advantage?
What would you predict would to be the equilibrium frequency oft and d many generations later if the recessive allele had aselective advantage?

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Given The population size is large and mating is random With no mutations and migrations are ideal conditions for a hardy Weinberg equilibrium model to work In these conditions the genotypic and gene See Answer

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