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Mathematics
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OpenStudy (kl0723):
Integral :)
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OpenStudy (kl0723):
\[\int\limits (x-1)\sin(\Pi x)\]
OpenStudy (anonymous):
Is that pi?
OpenStudy (kl0723):
taht is Pi :)... so if I make dv=Sin(Pi*x), can I take out Pi? so v=-Picos(x)?
OpenStudy (anonymous):
Basically. The derivative of sin(ax) = -a(cos(ax)), after all. And then you just do the rest of integration by parts.
OpenStudy (kl0723):
oh cool :) I'll work on it and maybe you can help me by checking?
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OpenStudy (anonymous):
Sure, no problem.
OpenStudy (kl0723):
@greenglasses like this?
OpenStudy (kl0723):
I think I found a mistake on that ;/
OpenStudy (anonymous):
Yeah, I'm not sure where you got the 2pi.
OpenStudy (kl0723):
it should be (Pi)^2
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OpenStudy (anonymous):
I'm getting (x-1)(-pi cos(pi.x)) -sin(pi.x) + c
OpenStudy (kl0723):
OpenStudy (kl0723):
the v=-Pi(Cos[Pi*x])
OpenStudy (anonymous):
Yeah, the integral of cos(pi.x) would be (1/pi)(sin(pi.x)), not pi(sin(pi.x)). The two pis would cancel out.
OpenStudy (kl0723):
hmm I see... so then in your second comment, did you mean derivative or integral of Sin(ax)=-aCox(ax)?
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OpenStudy (kl0723):
I got confused lol
OpenStudy (anonymous):
Second comment I meant derivative.
OpenStudy (anonymous):
It's the opposite when you're going the other way 'round.
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