1. The problem statement, all variables and given/known data The stationary schrodinger equation for a particle moving in a potential well has 2 solutions psi_1 (x) = e^(-ax^2), with Energy, E_1, and psi_2 (x) = xe^(-ax^2) with Energy, E_2. At t = 0 the particle is in the state psi(x) = psi_1(x) + psi_2(x) a)Calculate the probability distribution for the particle as a function of time b)Find the time at which the probability distribution returns to the initial value 2. Relevant equations 3. The attempt at a solution Again no progress on this one, i have no idea, thank you in advance for any help offered.