Schrödinger equation normalization and potential

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Messy
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Homework Statement



Please see attached image .

Homework Equations



Schrödinger Equation

The Attempt at a Solution



For part a ) |[tex]\psi[/tex]|[tex]^{2}[/tex] = A

For Part b) V(x) = 0

For Part c) Just need a hint
 
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  • Homework problem text: a particle of mass m in state Psi(x,t) = A e^(-a[(m x^2/h-bar) + it]), parts a to d asking for A, potential V(x), expectation values, and uncertainties, with two useful Gaussian integrals listed.
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Messy said:
For Part c) Just need a hint

Doesn't your book tell you how to compute expectation values? If not, google it. Do you know what an expectation value is?