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find the exponential function y=Ce^kt that passes through the two points: (3,1/2) and (4,5)
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Using the given points and the equation \(y=Ce^{kt}\), you can set up the following system of equations: \[\large\begin{cases}\frac{1}{2}=Ce^{3k}\\\\\\ 5=Ce^{4k}\end{cases}\] Solve for C and k.
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