Suppose that a quantity y has an exponential growth modely = y0ekt or an exponential
Chapter 8, Problem 44(choose chapter or problem)
Suppose that a quantity y has an exponential growth model \(y=y_{0} e^{k t}\) or an exponential decay model \(y=y_{0} e^{-k t}\), and it is known that \(y=y_{1}\) if \(t=t_{1}\). In each case find a formula for k in terms of \(y_{0}, y_{1}\), and \(t_{1}\), assuming that \(t_{1} \neq 0\)
Equation Transcription:
Text Transcription:
y = y_0e^kt
y = y_0e^-kt
y=y_1
t=t_1
y_0,y_1
t_1
t_1 not equal to 0
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