If Δx is the uncertainity in position and Δv is the uncertainity in velocity of a particle are equal, the correct expression for uncertainity in momentum for the same particle is

Step-by-step solution

The uncertainty in momentum and uncertainty in the position of a particle are equal. So, ∆ v = ∆ x According to the uncertainty principle, The uncertainty principle states that we cannot know both the position and speed of a particle, such as a photon or electron, with perfect accuracy. ∆ p . ∆ x = h 4 π ∆ p = m ∆ v If   ∆ v = ∆ x m ∆ v 2 = h 4 π ∆ v 2 = h 4 πm ∆ v = 1 2 h πm If the uncertainty in velocity and uncertainty in