Eigenfunctions for a rigid dumbbell rotating about its centre have a
\phi dependence of the form
\psi(\phi)=Ae^{im\phi}, where
m is a quantum number and
A is a constant. Which of the following values of
A will properly normalize the eigenfunction?
- \sqrt{2\pi}
- 2\pi
- (2\pi)^2
- \dfrac{1}{\sqrt{2\pi}}
- \dfrac{1}{2\pi}
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