Wavefunctions and Integration

Calculus Level 4

A particle in quantum mechanics confined to two dimensions has the wavefunction

ψ(x,y)=Cxex2y2.\psi(x,y) = Cxe^{-x^2-y^2}.

Find the constant CC given the normalization condition ψ2dxdy=1\int |\psi|^2 \:dx\:dy =1.

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