roblem 10: A student pushes a baseball of m-8.16 kg down onto the top of a vertical spring that has its lower end fixed a table, compressing the spring a distance of d-0.12 meters from its original equilibrium point. The spring constant of the spring is A-640 N/m. Let the gravitational potential energbe zero at the position of the baseball in the compressed spring. Randomized Variables. m-0.16 kg k-640 N/m d-0.12 m VOS Part (a) The ball is then released. What is its speed, v, in meters per second, just after the ball leaves the spring? Part (b) What is the maximum height, A, in meters, that the ball reaches above the equilibrium point? Part (c) What is the ball's velocity, in meters per second, at half of the maximum height relative to the equilibrium point?

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roblem 10: A student pushes a baseball of m-8.16 kg down onto the top of a vertical spring that has its lower end fixed a table, compressing the spring a
distance of d-0.12 meters from its original equilibrium point. The spring constant of the spring is k-640 N/m. Let the gravitational potential energ be zero at the
position of the baseball in the compressed spring.
Randomized Variables
m-0.16 kg
k-640 N/m
d-0.12 m.
MIS
Part (a) The ball is then released. What is its speed, v, in meters per second, just after the ball leaves the spring?
Part (b) What is the maximum height, A, in meters, that the ball reaches above the equilibrium point?
Part (c) What is the ball's velocity, in meters per second, at half of the maximum height relative to the equilibrum point?
Transcribed Image Text:lete roblem 10: A student pushes a baseball of m-8.16 kg down onto the top of a vertical spring that has its lower end fixed a table, compressing the spring a distance of d-0.12 meters from its original equilibrium point. The spring constant of the spring is k-640 N/m. Let the gravitational potential energ be zero at the position of the baseball in the compressed spring. Randomized Variables m-0.16 kg k-640 N/m d-0.12 m. MIS Part (a) The ball is then released. What is its speed, v, in meters per second, just after the ball leaves the spring? Part (b) What is the maximum height, A, in meters, that the ball reaches above the equilibrium point? Part (c) What is the ball's velocity, in meters per second, at half of the maximum height relative to the equilibrum point?
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