Solve the Schrödinger equation for the following potential:
V(x) = ∞ x<0
= Vo 0<x<a
= 0 x>a
Here Vo is positive and solutions are needed for energies E > 0. Evaluate all undetermined coefficients in terms of a single common coefficient, but do not attempt to normalize the wave function. Assume particles are incident from x = -∞.
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