- 4
- 0
Consider a mass m confined to a ring of radius r. The potential everywhere on the ring is zero. In the ml = +3 state, identify the points on the ring where the probability of the particle existing is zero.
I was thinking that every point would be zero, because it's a wave, not a particle. It cannot exist at any one point, basically. Am I thinking about this wrong?
I was thinking that every point would be zero, because it's a wave, not a particle. It cannot exist at any one point, basically. Am I thinking about this wrong?