Question: The wave function of a particle moving in a short-range spherical potential is given by 1 = Ar(e - e-2)el sin 20, where A is

The wave function of a particle moving in a short-range spherical

The wave function of a particle moving in a short-range spherical potential is given by 1 = Ar(e" - e-2)el sin 20, where A is a normalization constant. Assume m = 1 for the mass of the particle and adopt units such that h = 1. Find the angular momentum and the energy of the particle. Is it a ground state? Determine the potential V(r) that generate this state

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