hello everyone
i need held with this integral:
double integral with respect to x and y of:
exponent minus (ax) squared minus (by) squared
all divided by c squared plus x squared plus y squared.
where a,b,c are constants
Do you mean
$\displaystyle \int\int \frac{e^{-(ax)^2- (by)^2}}{c^2+ x^2+ y^2} dy dx$?
That cannot be done in terms of elementary functions although if this were a definite integral with x and y both ranging from 0 to infinity, then could do it by changing to polar coordinates.