and op 4. For a harmonic oscillator, we argued in class that on even/oddness symmetry grounds that for the (x) = 0 and (p)=0 for any eigenstate. Calculate the standard deviations o harmonic oscillator in the v= = 0 state. Does the product, , satisfy the Heisenberg Uncertainty Principle?
and op 4. For a harmonic oscillator, we argued in class that on even/oddness symmetry grounds that for the (x) = 0 and (p)=0 for any eigenstate. Calculate the standard deviations o harmonic oscillator in the v= = 0 state. Does the product, , satisfy the Heisenberg Uncertainty Principle?
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Transcribed Image Text:4. For a harmonic oscillator, we argued in class that on even/oddness symmetry grounds that
(x) = 0 and (p)=0 for any eigenstate. Calculate the standard deviations and for the
Op
harmonic oscillator in the v=0 state. Does the product, oo, satisfy the Heisenberg
Uncertainty Principle?
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