Consider a particle confined to an infinite square potential well with walls at x = 0 and x= L. Calculate the probability of finding the particle in the n" energy eigenstate and somewhere in the first (1/a) thof the well (ie, in the region starting from one side of the well and extending L/a into the well).
Consider a particle confined to an infinite square potential well with walls at x = 0 and x= L. Calculate the probability of finding the particle in the n" energy eigenstate and somewhere in the first (1/a) thof the well (ie, in the region starting from one side of the well and extending L/a into the well).
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Transcribed Image Text:Consider a particle confined to an infinite square potential well with walls at x = 0 and x = L. Calculate
the probability of finding the particle in the n" energy eigenstate and somewhere in the first (1/a) th of
the well (ie. in the region starting from one side of the well and extending L/a into the well).
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