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How do you convert P=P(sub)0*a^t to P(sub)0*e^kt and vice versa? What's the difference?
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\[ P(t)=P_0\cdot a^t\to P_0e^{kt} \]
Start with: \[ a^t=e^{kt} \]
Solve for \(k\). This means you want to do logarithms. \[\begin{split} \ln(a^t)&=\ln(e^{kt})\\ t\ln(a)&=kt\\ \ln(a)&=k \end{split}\]
Basically\[ P(t)=P_0\cdot a^t =P_0e^{\ln(a)t} \]
Thanks so much!
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