Question

How do I solve the integral (1/x^5)(1/(e^(hc/xkt)-1) dx?

Answer 1

My mind just exploded

Answer 2

looks like you have to use integration by parts maybe?

Answer 3

@junwagh i was just thinking that...

Answer 4

I've never seen an integral like that, what class is this for?

Answer 5

That's what I figured. It's actually Physics, but my math is failing me.

Answer 6

\[\int\limits_{0}^{\inf.} 1/\lambda ^{5} 1/(\exp(hc/\lambda kT) - 1)\] if that helps at all. Probably not.

Answer 7

Er, and those two are multiplied, not one over the other...

Answer 8

hey Im assuming the h k s etc.. are constants?

Answer 9

cause i think i can solve it if so

Answer 10

Yeah. It's being integrated over the \[\lambda\]

Answer 11

lol nvm this its gonna be monstrous the way im doing it. Must be missing something.

Answer 12

wow this is hard