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Assume that a population grows at a rate given by:
. . .dP/dt = [bkPe^(-kt)] / [1 - be^(-kt)]
...where b and k are positive constants, and the initial population is P_o. Find the general solution for the differential equation.
I'm not sure where to begin. I'm assuming I have to separate the equations, but I'm not sure how.
. . .dP/dt = [bkPe^(-kt)] / [1 - be^(-kt)]
...where b and k are positive constants, and the initial population is P_o. Find the general solution for the differential equation.
I'm not sure where to begin. I'm assuming I have to separate the equations, but I'm not sure how.