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4. In a certain problem a candidate solution for the unnormalized state function is given as m(z-10)2 e 2h(t-to) m (x; t) = -00 < x, xo <0, t > to, 2nih(t – to) Does this state function satisfy the time-dependent where (xo, to) are constants. Schrödinger equation with zero potential?

4. In a certain problem a candidate solution for the unnormalized state function is given as m(z-10)2 e 2h(t-to) m (x; t) = -00 < x, xo <0, t > to, 2nih(t – to) Does this state function satisfy the time-dependent where (xo, to) are constants. Schrödinger equation with zero potential?

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4. In a certain problem a candidate solution for the unnormalized state function given as m(r-ro)2 e 2h(t-to) m V(x;t) = -00 < x, xo < 0, t > to, 2nih(t – to) Does this state function satisfy the time-dependent where (xo, to) are constants. Schrödinger equation with zero potential?
Transcribed Image Text:4. In a certain problem a candidate solution for the unnormalized state function given as m(r-ro)2 e 2h(t-to) m V(x;t) = -00 < x, xo < 0, t > to, 2nih(t – to) Does this state function satisfy the time-dependent where (xo, to) are constants. Schrödinger equation with zero potential?
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