A quantum harmonic oscillator has energy levels E₁ = ħw(n+1). What is the probability of finding the oscillator in the nth quantum state at temperature T?

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A quantum harmonic oscillator has energy levels E = ho(n+1). What is the probability of
n
finding the oscillator in the nth quantum state at temperature T?
Transcribed Image Text:A quantum harmonic oscillator has energy levels E = ho(n+1). What is the probability of n finding the oscillator in the nth quantum state at temperature T?
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