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AP Calculus BC/Unit 7: Differential Equations
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General Solution for Exponential Growth

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The mass of a growing crystal, in grams, is modeled by a nonconstant function M(t)M(t), where tt is the time in days for t≥0t \geq 0. The function MM satisfies the differential equation dMdt=5M\displaystyle\frac{dM}{dt} = 5M. Which of the following is the general solution for M(t)M(t)?

A

M=5Cet\displaystyle M = 5Ce^t

B

M=5et+C\displaystyle M = 5e^t + C

C

M=Ce5t\displaystyle M = Ce^{5t}

D

M=e5t+C\displaystyle M = e^{5t} + C

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