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Solution:Consider that the population carrying allele A and allele B changes by the equation.y_(t+1)=[[0.95,0],[0.05,1]]y_(t)As equilibrium occurs when hat(y)=[[0.95,0],[0.05,1]] hat(y)Solve the above equalibrieum equation as shown below.{:[ hat(y)=[[0.95,0],[0.05,1]] hat(y)],[ hat(y)-[[0.95,0],[0.05,1]] hat(y)= hat(0)],[[[1,0],[0,1]] hat(y)-[[0.95,0],[0.05,1]] hat(y)=[[0],[0]]]:}{:[ ... See the full answer