4-32. In this chapter, we learned that if w,, is an eigenfunction of the time-independent Schrodinger equation, then V, (x, 1) = Un(x)e-iEn1/h Show that if wm (x) and w,, (x) are both stationary states of H, then the state (x, 1) = CmWm(x)e Emilk + c, Us,, (x)e-iEni/h satisfies the time-dependent Schrodinger equation