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An Object of Mass, M, Is Placed in an Arc μ\mu

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An object of mass, m, is placed in an arc of a circle of radius, r. The coefficient of kinetic friction between the object and the surface of the arc is μ\mu k. What is the work done by friction in going from P1 and P2?  An object of mass, m, is placed in an arc of a circle of radius, r. The coefficient of kinetic friction between the object and the surface of the arc is  \mu <sub>k</sub>. What is the work done by friction in going from P<sub>1</sub> and P<sub>2</sub>?   A)  - \mu  <sub>k</sub>mg r (cos( \theta <sub>2</sub>) -cos( \theta <sub>1</sub>) )  B)  - \mu <sub>k</sub>mg r (sin( \theta <sub>2</sub>) -sin( \theta <sub>1</sub>) )  C)  - \mu <sub>k</sub>mg r cos( \theta <sub>2</sub>)  sin( \theta <sub>1</sub>)  D)  - \mu <sub>k</sub>mg r sin(F \theta <sub>2</sub>) cos( \theta <sub>1</sub>)  E)  none of the above


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