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3. A particle of mass m in a one-dimensional box has the following wave function in the region x-0 tox-L: ? (x.r)=?,(x)e-iEy /A +?,(X)--iE//h Here Y,(x) and Y,(x) are the normalized stationary-state wave functions for the n = 1 and n = 3 levels, and E1 and E3 are the energies of these levels. The wave function is zero for x< 0 and forx> L. (a) Find the value of the probability distribution function atx- L/2 as a function of time. (b) Find the angular frequency at which the probability distribution function oscillates.
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Answer #1

Given data A pastida of man m i dle of ma m is a ne-diman Sand from Ha abore qualin and E, and E au a he wa -/E4 jEit2 amL ,平嗰昕非唯[i]

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