Answer Happy

Consider a quantum particle with mass, m, in the ground state of the 8-potential. The ground-state wave-function (in the coordinate representation) is y(x) = Ce-(0\/0. = (a) Calculate the normalization constant, C; (b) Calculate the uncertainty of position, 0%, in this state and use it to bound the uncertainty in momentum Op.
(c) Calculate the momentum space wave function, (p) in this state. Note: The integral here may be a bit more complicated than what you're likely to encounter in your actual midterm next week. (d) Using the momentum space wave-function, calculate the probability to measure the particle with velocity – Vo <V <vo. Note: The integral here may be more