A particle is moving in a circular path with a constant speed v . If is the angular displacement. Then starting from =0 , the maximum and minimum changes in the momentum will occur, when value of is respectively:

Step-by-step solution

When =180^ , the particle will be at diametrically opposite point. Where its velocity is opposite to the direction of motion. The change in momentum =m v-(-m v)+2 m v (maximum). When =360^ , the particle is at the initial position with momentum m v change in momentum =m v-m v=0 (minimum).