A small bead of mass \(M\) is given an initial velocity of magnitude \(3 \text{ m/s}\) on a horizontal circular track of radius \(1 \text{ m}\). If the coefficient of of kinetic friction is \(\mu_{k}=0.5\), what is the distance covered by the bead before coming to rest?

**Assumptions and Details**

- Take acceleration due to gravity as \(9.8 \text{ m/s}^{2}\).
- The track goes through a small hole in the bead. The surface of the hole is uniform so that the coefficient of friction is the same in all directions.

×

Problem Loading...

Note Loading...

Set Loading...