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## Homework Statement

I have normalized the following function:

[tex] Q=\int (1-y^2) dx dy [/tex]

## Homework Equations

using the expression for the normalization

[tex] \vert N \vert ^2 \vert \int Q^* Q dx dy \vert^2 =1 [/tex]

## The Attempt at a Solution

then I obtained

[tex] \int Q^* Q dx dy = x (y- y^3 /3) [/tex]

therefore

[tex] N = 1/ x (y- y^3 /3) [/tex]

but I am not sure if I have done good.