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integral of a^(2x)
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a^(2x)/2log a
why
\[y = a^{f(x)} \Rightarrow y' = a^{f(x)}\ln(a)f'(x)\]
the integral of any constant a^(nx) is a^nx/n log a
thats the formula you want to use
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oh oh, integral, my bad, im reading what i want to >.<
i am concern about this other question ...the integral of (e^(1/x))/x^2
make substitution u=1/x
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