if-a-population-grows-according-to-the-function-pt-p0ekt-where-p0-is-the-initial

Question

If a population grows according to the function P(t) = P_0e^kt, where $$P_0 is $$the initial population and k is the growth rate, what is the doubling time in terms of k?

Accepted Answer

ln(2)/k

Answer

2k

Answer

k/ln(2)

Answer

ln(k)/2

If a population grows according to the function P(t) = P_0e^kt, where P_0 is the initial population and k is the growth rate, what is the doubling time in terms of k?