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1. Calculate the expectation value of the position operator for a general harmonic oscillator wave- function: ()=ME.(ge /2 (1) with y = @/o, ando =

1. Calculate the expectation value of the position operator for a general harmonic oscillator wave- function: ()=ME.(ge /2 (1) with y = @/o, ando = 5 . Hint: use the recursion relationship of Hermite polynomials. 2. Show that

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