Question: Studies show that when environmental factors impose an upper bound on the possible size of a population P(t), the population often tends to grow in

Studies show that when environmental factors impose an upper bound on the possible size of a population P(t), the population often tends to grow in such a way that the percentage rate of change of P(t) satisfies

100 P' (t) P(t) = A - BP(t)

where A and B are positive constants. Where does the graph of P(t) have an inflection point? What is the significance of this point?

100 P' (t) P(t) = A - BP(t)

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