The rim of a car wheel is spinning at 600rpm. The rim has a mass of 2.0kg and a diameter of 38cm and can be modeled as a solid cylinder. A brake is applied to the rim at a radius of 9cm. The coefficient of friction of the brake to the rim is 1.4.

A) How much applied force must be applied by the brake to the rim to bring the cylinder to a stop in 5.0 sec.?

B) How many rotations does the cylinder make in that time?

C) What is the distance the car went in this time?

D) What is the work done to stop the car at this time?