The time-independent Schrodinger equation in 1-D is: h2 ayr (x ) 2m dx2 - + V (x)y (x) = Ey(x). Find the energy eigenvalue for the following wavefunction, where A is a constant: ma y(x) = Axe-2 for a particle moving in a harmonic potential V(x) = =mw2x2. Select one or more: O a. E = >hw O b. E = 3hw - mw2x2 O c. E = h2B2 O d. E = 3h-@