Question: A particle in a 2D box has the wavefunction below: 4 W(x, y) = sin sin ab a b where x and y are both

A particle in a 2D box has the wavefunction below: 4 W(x, y) = sin sin ab a b where x and y are both independent variables (locations in space), a and b are the dimensions of the box, and nx and ny are quantum numbers associated with the two dimensions. Evaluate the commutators below. Recall that the derivative of one independent variable with respect to another independent variable is zero. a. [8, Px] b. [Y, R]
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