The 100 kg sphere A is released from rest at an angle of α from the vertical, and hits the 10 kg block B (initially at rest), causing block B to have an initial velocity of 5 m/s as it enters the circular ramp (radius = 5 m) and stop temporarily at a final height h. The coefficient of restitution between sphere A and the block B is 0.6. Assume all surfaces are frictionless. Also assume direct impact between A and B. What is the velocity of A just before it hits block B? And what is the length of the rope l, if angle alpha is 30 degrees

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Chapter1: Units, Trigonometry. And Vectors
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The 100 kg sphere A is released from rest at an angle of α from the vertical, and hits the 10 kg block B (initially at rest), causing block B to have an initial velocity of 5 m/s as it enters the circular ramp (radius = 5 m) and stop temporarily at a final height h. The coefficient of restitution between sphere A and the block B is 0.6. Assume all surfaces are frictionless. Also assume direct impact between A and B.

What is the velocity of A just before it hits block B? And what is the length of the rope l, if angle alpha is 30 degrees

The 100 kg sphere A is released from rest at an angle of a from the vertical, and hits the 10 kg block B (initially at rest), causing block B to have an initial velocity
of 5 m/s as it enters the circular ramp (radius = 5 m) and stop temporarily at a fınal height h. The coefficient of restitution between sphere A and the block B is
0.6. Assume all surfaces are frictionless. Also assume direct impact between A and B.
h
B
Transcribed Image Text:The 100 kg sphere A is released from rest at an angle of a from the vertical, and hits the 10 kg block B (initially at rest), causing block B to have an initial velocity of 5 m/s as it enters the circular ramp (radius = 5 m) and stop temporarily at a fınal height h. The coefficient of restitution between sphere A and the block B is 0.6. Assume all surfaces are frictionless. Also assume direct impact between A and B. h B
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