Evaluating an Exponential Growth Model

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The population of a bacteria colony is modeled by the function $P(t) = 100e^{0.5t}$ , where t represents the time in hours. What is the population of the colony at time t = 4?

$50*e^{2}$

$100*e^{2}$

$100+e^{2}$

$e^{2}$

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