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Derivitive for e^(-2t)?
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do you know chain rule?
\[-2e ^{-2t}\]
yeah i do. i think the answer is -2e^(-2t)
but its not working in the problem i have so think i'm doing something wrong here.
\[\LARGE (e^u)'=e^u\cdot u'\] leads you in the answer you got. or.. \[\LARGE -\frac{2}{e^{2t}}\]
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(fog)' = (f'og) x g'
ok thank you very much :)
you're welcome...
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