A spherical ball (B) is moving with a velocity of 10 m/s when it is 10 m away from a rigid wall (A). The dynamic frictional coefficient, u = 0.3. Co-efficient restitution, e = 0.6. Determine the following: 1) the velocity with which the ball will hit the wall, 2) the velocity with which the ball will bounce back after hitting the wall, 3) at what distance from the wall the ball will stop, and 4) how long will it take for the ball to stop after hitting the wall. Note: For the wall, all velocities are zero.

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Chapter1: Units, Trigonometry. And Vectors
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2. A spherical ball (B) is moving with a velocity of 10 m/s when it is 10 m away from a rigid
wall (A). The dynamic frictional coefficient, u= 0.3. Co-efficient restitution, e = 0.6.
Determine the following: 1) the velocity with which the ball will hit the wall, 2) the velocity
with which the ball will bounce back after hitting the wall, 3) at what distance from the
wall the ball will stop, and 4) how long will it take for the ball to stop after hitting the wall.
Note: For the wall, all velocities are zero.
B
→→10m/s
3-kg
A₁=0.3
10m
he equal
Transcribed Image Text:2. A spherical ball (B) is moving with a velocity of 10 m/s when it is 10 m away from a rigid wall (A). The dynamic frictional coefficient, u= 0.3. Co-efficient restitution, e = 0.6. Determine the following: 1) the velocity with which the ball will hit the wall, 2) the velocity with which the ball will bounce back after hitting the wall, 3) at what distance from the wall the ball will stop, and 4) how long will it take for the ball to stop after hitting the wall. Note: For the wall, all velocities are zero. B →→10m/s 3-kg A₁=0.3 10m he equal
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