Question: Given the Hamilton operator for a particle with a mass m in one dimension: h2 32 H = - 2m dx2 + c(x2 + 2xb

Given the Hamilton operator for a particle with a mass m in one dimension: h2 32 H = - 2m dx2 + c(x2 + 2xb + 62 ) Where c and b are positive constants. The unperturbed Hamilton operator is given as H when b = 0. 1. What are the eigenstates and eigenenergies of the unperturbed problem? And what is the degeneracy

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