Find the lowest two \"threefold degenerate excited states\" of the three-dimensional infinite square well potential for...
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Find the lowest two \"threefold degenerate excited states\" of thethree-dimensional infinite square well potential for a cubical\"box.\" Express your answers in terms of the three quantum numbers(n1, n2, n3). Express the energy of the two excited degeneratestates that you found as a multiple of the ground state (1,1,1)energy. Would these degeneracies be \"broken\" if the box was notcubical? Explain your answer with an example!
Find the lowest two \"threefold degenerate excited states\" of thethree-dimensional infinite square well potential for a cubical\"box.\" Express your answers in terms of the three quantum numbers(n1, n2, n3). Express the energy of the two excited degeneratestates that you found as a multiple of the ground state (1,1,1)energy. Would these degeneracies be \"broken\" if the box was notcubical? Explain your answer with an example!
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