1. The problem statement, all variables and given/known data Hi everyone. This is my first time on her so I hope I make what I'm looking for clear! The question in the book says, If V(x) = ∞, x<0 ; -Vo, 0 < x < a ; 0, x > a Solve the schrodinger equation for E < 0 inside and outside the well. Apply the boundary conditions at x = 0 and x = a to obtain and equation that determines the allowed values of E. 2. Relevant equations We just finished going over Finite Potential Wells. Inside the book and in class, we went over the simple case where: V(x) = 0, -a/2 < x < a/2 V(x) = Vo, elsewhere I think I get this. We came to the conclusion that, for one case, ψ(x) = Ceκx for the region to the left (the, what we called in class, "classically forbidden region" (CF)), 2Acos(kx) for the center region (classically allowed (CA)) and Ce-κx for the region to the right (CF) and for the other case: ψ(x) = Ceκx (CF), 2iAsin(kx) (CA), -Ce-κx (CF) Where A and C are just the constants obtained from solving the differential equation once V(x) is plugged into the Schrodinger Equation, and k is different from κ. 3. The attempt at a solution I wish I could say that I made an attempt. I am really confused on where to begin. Any and all help is greatly appreciated!