In normalizing wave functions, the integration is over all space in which the wa

Question

In normalizing wave functions, the integration is over all space in which the wave function is defined a. Normalize the wave function x(a ? x) y(b ? y) over the range 0 < x < a , 0 < y < b . The element of area in two-dimensional Cartesian coordinates is dxdy ; a and b are constants. b. Normalize the wave function e^(-2r /b ) *sin(theta) *sin(phi) over the interval 0 < r < infiniti, 0 < theta < pi . The volume element in three-dimensional spherical coordinates is r^2 sin(theta) dr dtheta dphi and b is a constant.

Explanation / Answer

double integrate the expression between limits 0 tox and 0 to y

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