- #1
stonecoldgen
- 109
- 0
Show that:
∫(x^2)e^(-x^2)=(1/2)∫(e^(-x^2)
(both integrals are from 0 to ∞)
I don't even know if it's possible to integrate these functions, so it makes me think that what's interesting about the problem is that it only works with this integration limits.
I know improper integration, but don't know if prooving this "numerically" is the right path.
Thanks, I would appreciate any advice
∫(x^2)e^(-x^2)=(1/2)∫(e^(-x^2)
(both integrals are from 0 to ∞)
I don't even know if it's possible to integrate these functions, so it makes me think that what's interesting about the problem is that it only works with this integration limits.
I know improper integration, but don't know if prooving this "numerically" is the right path.
Thanks, I would appreciate any advice