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the deriviative of e^2x
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do you know the derivative of e^x ?
e^x
use u substitution
great, now just use the chain rule do you know that?
how is that chain rule?
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we haven't done it yet... but this problem requires it
the chain rule is f'(gx)(gx)'
call \(2x=f(x)\) now we can look at this like\[\large e^{f(x)}\]the derivative is then\[\large e^{f(x)}f'(x)\]
but i dont get how e^2x is a chain rule its not a function inside a fucntion
is it 2e^2x
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yes it is.
the 2x is the function inside the function e^(whatever)
so e^-x would be -e^x
-e^-x*
\[y=a^{f(x)}\] \[y'=a^{f(x)}*f'(x)*\ln a\]
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