Suppose the deer populationP(t) in a small forest initially numbers 25 and satisfies the logistic equation
(with l in months). Use Euler’s method with a programmable calculator or computer to approximate the solution for 10 years, first with step size h — 1 and then with h = 0.5, rounding off approximate P-values to integral numbers of deer. What percentage of the limiting population of 75 deer has been attained after 5 years? After 10 years?
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