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Assume that the world population at time t is given by P = Psub0 e^.054t. How long will it take for the world population to double?
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\[P = P _{0}e ^{.054t}\]
I don't know why it lost the format when I edited. If the future population is double... that means it is twice Psub0. Solve for t: \[2P _{0}=P _{0}e ^{.054t}\] Any questions?
So then I would just take ln of both sides, correct?
After dividing both sides by Psub0. It conveniently gets rid of it, leaving only t to solve for.
Alright, thank you very much!
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