That is one to consider. What conditions are needed for its a.m. about the pole to be conserved? Does the pole have some thickness? Does that matter?Jahnavi said:
A particle moving around a pole refers to the motion of a small object or particle that is rotating or orbiting around a fixed point or pole.
The physics behind a particle moving around a pole is governed by the principles of circular motion, which involve centripetal force, angular velocity, and tangential velocity.
The motion of a particle around a pole can be measured by calculating its angular velocity, which is the rate at which the particle rotates around the pole, and its tangential velocity, which is the speed at which it moves along the circular path.
The mass of the particle affects its motion around a pole by influencing the strength of the centripetal force needed to keep the particle in its circular path. A larger mass requires a greater centripetal force, resulting in a higher angular and tangential velocity.
Some real-life examples of a particle moving around a pole include the Earth orbiting around the Sun, a satellite orbiting around the Earth, a carousel ride, and a spinning top.