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few question about e
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1/(e^kt) = e^-kt ?, where as k is a constant
this is the laws of exponents. \[b^{-n}=\frac{1}{b^n}\]
so, e^(kt)t=e^(kt)A+C, solving for t, u get t=e^(-kt)A+e^(-kt)C ?
e^(kt)T=e^(kt)A+C, solve for big T,
hold the phone. what are you solving here? it is always the case that \[\frac{1}{e^{kt}}=e^{-kt}\]
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got cha, thanks
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