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Evaluate the indefinite integral of e^4x
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(1/4)e^(4x)<--- what would the derivative of this be?
@danielashvartz ?
\[\large \int e^{4x}dx\] let u = 4x so du = 4dx so du/4 = dx now substitute.. \[\implies \int e^u \frac{du}{4}\] \[\implies \frac 14 \int e^u du\] does that help?
I must have scared him away:P
\[\int e^{4x}=\frac {e^{4x}}4+c\]
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...yes @UnkleRhaukus ....way to go....
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