ToxicBug
Feb20-08, 01:27 PM
1. The problem statement, all variables and given/known data
Hello! I need to evaluate the following integral by using random numbers. I just need help with rewriting the boundaries of the integral to both be [0,1]
2. Relevant equations
\iint \frac{\,x_1\,x_2}{\,(1+2x_1)^2\exp(x_2^2)}\,dx_1\, dx_2
The integral on the following region:
2<x_1<x_2<\infty
3. The attempt at a solution
I've no idea how to transform the double integral, but I know that for a single integral I need to use the substitution y=e^{-x}
Hello! I need to evaluate the following integral by using random numbers. I just need help with rewriting the boundaries of the integral to both be [0,1]
2. Relevant equations
\iint \frac{\,x_1\,x_2}{\,(1+2x_1)^2\exp(x_2^2)}\,dx_1\, dx_2
The integral on the following region:
2<x_1<x_2<\infty
3. The attempt at a solution
I've no idea how to transform the double integral, but I know that for a single integral I need to use the substitution y=e^{-x}