Suppose that = 2 - 2p and = 1. Find the equilibria and their stability.

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Suppose that μ = 2 - 2p and λ = 1. Find the equilibria and their stability. What method would you use to try to find the solution after separating variables?
Our model of selection (Equation 5.1.4) looks much like the logistic equation studied in Example 5.4.7, but can be extended to be frequency-dependent when the fitness of one or both types depends on how common it is.
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