A coin stands vertically on a table. It is projected forward (in the plane of itself) with speed v and angular speed ?, as shown. The coefficient of kinetic friction between the coin and the table is ?. What should vand ? be so that the coin comes to rest (both translationally and rotationally) a distance d from where it started.

A coin stands vertically on a table. It is projected forward (in the plane of itself) with speed v and angular speed ?, as shown. The coefficient of kinetic friction between the coin and the table is ?. What should vand ? be so that the coin comes to rest (both translationally and rotationally) a distance d from where it started.

A coin stands vertically on a table. It is projected forward (in the plane of itself) with speed v and angular speed ?, as shown. The coefficient of kinetic friction between the coin and the table is ?. What should vand ? be so that the coin comes to rest (both translationally and rotationally) a distance d from where it started.