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For a simple harmonic oscillator particle exist up to the second excited state (n=2) what is the matrix representation for the linear momentum. Take The Ladder operators properties, where la,n) = vn +1r + 1), andja_n) = Virn-1) %3D

For a simple harmonic oscillator particle exist up to the second excited state (n=2) what is the matrix representation for the linear momentum. Take The Ladder operators properties, where la,n) = vn +1r + 1), andja_n) = Virn-1) %3D

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Q1 For a simple harmonic oscillator particle exist up to the second excited state (n-2). N what is the matrix representation for the linear momentum. Take The Ladder operators properties, where la,n) = vn +1m+ 1), andja_n) = nvn- 1) %3D !3! 1 %3D (P t imwx) Vzm Where
Transcribed Image Text:Q1 For a simple harmonic oscillator particle exist up to the second excited state (n-2). N what is the matrix representation for the linear momentum. Take The Ladder operators properties, where la,n) = vn +1m+ 1), andja_n) = nvn- 1) %3D !3! 1 %3D (P t imwx) Vzm Where
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