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Problem: The position of a mass m = 30.0 kg is given in by x(t) = 9.0sin ((20.0)t).
Part A: Calculate the magnitude of the maximum force acting on the mass.
Please explain all steps to find the magnitude of the maximum force acting on the mass.
To stretch a certain spring by 3.00 from its equilibrium position requires 9.50 of work. What was the maximum force required to stretch it
A rubber ball is dropped and bounces vertically from a horizontal concrete floor. If the ball has a speed of 3.2 m/s now before striking the floor and a speed of 2.1 m/s just after bouncing, what is the average force of the floor on the ball? Suppose..
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