\[\large \int_{1}^{\infty} e^{-x^2}(\frac1x-2x\ln x)dx\]
Do u need this for skewl? Or r u just curious?
It came up on this site, and I got an answer that always makes me suspicious.
ohhh cuz I was gonna go ask my tutor. If i have free time than i will
thanks but it's not really urgent, I just wanna see a different approach. maybe I'm wrong
are you getting an answer of 0?
yep :)
how did you get it?
oh strictly numerical...graphing calculator
Well that is assuring, I'll leave it for fun then.
i think its because part of it is negative which cancels out the positive area
that was my problem, I couldn't visualize it but that is the only way we could get zero of course; it's not always zero.
well here it is http://openstudy.com/study#/updates/4f36e9fde4b0fc0c1a0d1cc8 I suppose that's the way they wanted it done
Join our real-time social learning platform and learn together with your friends!