Задача 60018.

A particle in a one-dimensional rectangular "potential well" of width l with infinitely high "walls" is in an excited state (n= 3). Determine at which points of the pit (0<x<l) the probability density of particle detection is maximal. Explain the result graphically.

Detailed solution shorthand terms, formulas, laws used in the decision, the withdrawal of the calculation formula and the response.

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