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Please help I'm so stuck Denote the size of a population at time / by N(), and assume that dN dt = 0.8N (1 -

Please help I'm so stuck

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Denote the size of a population at time / by N(), and assume that dN dt = 0.8N (1 - ~) for t 2 0 (a) Find all equilibria of the differential equation. (b) Calculate all eigenvalues of this differential equation. Write the steps for calculating the eigenvalues. (c) Use the eigenvalues obtained in (b) to determine the stability of all the equilibria found in (a)

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