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[QUE/QM-23014]

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A particle moves in a one dimensional box with rigid boundary walls at $x=0$ and $x=\pi$. A small perturbation $V_1$ given by $$ V_1 (x)=\epsilon \sin 3x  $$ is applied. Calculate the lowest order nonvanishing correction to the ground  state and the first excited state energies of the particle in a box.

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4727:Diamond Point

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