For a particle in a two-dimensional square box of length L, if the particle is in the state w2,3 (x, y), what is the probability that a measurement of the particle's position will yield x e [0, L/2] and y e [0, L/3]?

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For a particle in a two-dimensional square box of length \( L \), if the particle is in the state \( \psi_{2,3}(x,y) \), what is the probability that a measurement of the particle's position will yield \( x \in [0, L/2] \) and \( y \in [0, L/3] \)?
Transcribed Image Text:For a particle in a two-dimensional square box of length \( L \), if the particle is in the state \( \psi_{2,3}(x,y) \), what is the probability that a measurement of the particle's position will yield \( x \in [0, L/2] \) and \( y \in [0, L/3] \)?
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