integration:
\[\int\limits (x^2+2x)cosx dx\]
@greenglasses can u help me with this one?
I'd start by splitting the integral into two pieces: \[\int\limits(x^2cosx) dx + \int\limits (2xcosx) dx\]
Then I'd try integration by parts.
ohhh I see :) Thanks @greenglasses will give it a try now and I'll let u know
Do you know what the answer is supposed to be?
yes... but I can't come out with it :/
I'm getting \[-x^2sinx-xcosx-sinx-2cosx+c\] which somehow doesn't look right lol.
is not, maybe if you see the answer we can take a different approach... just a sec :)
\[(x^2+2x)sinx+(2x+2)cosx-2sinx+c\]
I got it :) it took triple integration by parts in one single problem @greenglasses
Oh my god. Well, at least it was all integration by parts- imagine if it were a bunch of different techniques mixed together.
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