A rolling billiard ball of mass 150 g and radius 2.50 cm has a translational speed of u= 1.00 m/s at point A on the track, as shown in the figure. Assume that the billiard ball rolls without slipping on the track, and that point A is a distance Ah = 10.0 cm above point B. If point B is at the top of a hill that has a radius of curvature R of 65.0 cm, what is the normal force n acting on the ball at point B? n = ΊΔΗ R

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Chapter1: Units, Trigonometry. And Vectors
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A rolling billiard ball of mass 150 g and radius 2.50 cm has a
translational speed of u= 1.00 m/s at point A on the track, as
shown in the figure. Assume that the billiard ball rolls without
slipping on the track, and that point A is a distance
Ah = 10.0 cm above point B.
If point B is at the top of a hill that has a radius of curvature
R of 65.0 cm, what is the normal force n acting on the ball at
point B?
n =
Tah
R
Transcribed Image Text:A rolling billiard ball of mass 150 g and radius 2.50 cm has a translational speed of u= 1.00 m/s at point A on the track, as shown in the figure. Assume that the billiard ball rolls without slipping on the track, and that point A is a distance Ah = 10.0 cm above point B. If point B is at the top of a hill that has a radius of curvature R of 65.0 cm, what is the normal force n acting on the ball at point B? n = Tah R
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