Solved Quantum physics Consider an operator V that satisfies | Chegg.com
![SOLVED: (a) Verify the canonical commutation relations, [x,a] = 0, [P,a] = 0, [x,P] = ih, (1) using wave functions. This means, for example, showing [x,a] = 0. [Note: For the last](https://cdn.numerade.com/ask_images/1f4c81cbf7c74c00967c4ccfd6a09c2a.jpg "SOLVED: (a) Verify the canonical commutation relations, [x,a] = 0, [P,a] = 0, [x,P] = ih, (1) using wave functions. This means, for example, showing [x,a] = 0. [Note: For the last")
SOLVED: (a) Verify the canonical commutation relations, [x,a] = 0, [P,a] = 0, [x,P] = ih, (1) using wave functions. This means, for example, showing [x,a] = 0. [Note: For the last
SOLVED: The Hamiltonian for the quantum mechanical harmonic oscillator is H = T + V = 2mω^2x^2/2 The momentum operator is given by p = -iħ(d/dx) The commutator between two matrices A
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