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What is the integral form of the exponential growth equation?
ANt = N0 e^(rt)
BNt = N0 + rt
CNt = N0 / rt
DNt = rN0 - t
Answer & Solution
Correct answer: A. Nt = N0 e^(rt)
Integrating dN/dt = rN gives Nt = N0 e^(rt), with e the base of natural logarithms.
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