Mathematics, 25.01.2020 07:31 davidjgonzalez9
Suppose that a certain population satisfies the initial value problem dy/dt = r(t)y − k, y(0) = y0, where the growth rate r(t) is given by r(t) = (1 + sin t)/5, and k represents the rate of predation. (a) suppose that k = 1/5. plot y versus t for several values of y0 between 1/2 and 1. (b) estimate the critical initial population yc below which the population will become extinct. (c) choose other values of k and find the corresponding yc for each one. (d) use the data you have found in parts (b) and (c) to plot yc versus k
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Suppose that a certain population satisfies the initial value problem dy/dt = r(t)y − k, y(0) = y0,...
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