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Ohhhh can you link it to us?

http://www.wolframalpha.com/input/?i=integrate%28pi*sin%5E2%28sin%28x%29%29%2Cx%3D0..pi%29

there is this one lemma that says:
\[\sin(x)=2 \sum_{i=0}^\infty (-1)^{n} J_{2n+1}(x)\]

but replacing x with sin(x) might involve sum inside the sum

Can I have the steps? Maybe I can try to follow it.

Sure, actually I might have found something.

wow, that escalated quickly

i mean would you let them use their invention on you

Maybe Wolfram saw a integral of trig in trig so it tried to make it fit into Bessel's function?

if it didn't take up too much space it would be nice to have a wolframalpha in my brain

Because of this! https://en.wikipedia.org/wiki/Uncle_Tungsten

I finally get your joke lol!

Yeah I realized I didn't quite explain that very well hahaha.... XD

Oh so that is why wolfram is an uncle and not an aunt.

Yeah, maybe... Auntie YouTube?

Honestly mother google makes everyone look bad in comparison, nothing's better than her haha.

just as long as a girl is in charge

i'm happy