Douglas C.

asked • 9d# Differentiate Logistic Growth equation dP/dt = A(P-m)*(M-P), where M is the carrying capacity, and m is the minimal amount

How can I rewrite this logistic growth equation into a differential equation of the form dP/dt = k(L-P), where L is the carrying capacity and k is a constant. I appreciate your help!

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## 1 Expert Answer

I'd guess that d(dP/dt)/dP is desired which is -A(-(M+m)+2P)

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