Check that the uncertainty principle is satisfied for the nt stationary state in the infinite square well. Do this by evaluating expectation values of position and momentum operators. Hint: You might use the following integrals: xsin (x)d. = [2x(x - sin [2x]) - cos(2x)] 1 I'sin (a)de = 24 [Ar + (3 - 6x )sin(2x) - 6rcos(2x)]