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Integration by parts, can't get the final answer
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What is the question?
\[\int\limits_{}^{}216x^2\cos(6x)dx\]
so if I make u=cos(6x) du=-6sin(6x) and dv=216x^2 V=72x^3
You could factor out 216 to make it easier and then integrate by parts so that f = x^2 , f' = 2x, g = sin(6x)/6, and g' = cos(6x)
I'm still doing something wrong and I don't know what
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easier use the table integration :)
I don't know what that is
look at this :
|dw:1364244746927:dw|
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