Consider a harmonic oscillator in the quantum state Y(x, 0) = A(41(x) + 3(x)) where: Pn (x) → energy eigenfunction En → energy eigenvalue a) Determine the mean position < x >.

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Consider a harmonic oscillator in the quantum state
4(x, 0) = A(41(x) + 43(x))
where:
Pn (x) → energy eigenfunction
En → energy eigenvalue
a) Determine the mean position < x >.
Transcribed Image Text:Consider a harmonic oscillator in the quantum state 4(x, 0) = A(41(x) + 43(x)) where: Pn (x) → energy eigenfunction En → energy eigenvalue a) Determine the mean position < x >.
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