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A billiard ball of mass 160 g and radius of 2.5 cm starts with a translational speed of 2 m/s at point A on the track shown in the figure. Point B is at the top of the bump that has a radius of curvature of 60cm. Assume that the billiard ball rolls without slipping on the track and that I (solid sphere)= 2/5 mr2.
A) What is the linear speed of the ball at point B?
b) What is the normal force acting on the ball at point B?
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