Consider a 10 kg block attached to a spring whose spring constant is k 1000 N/m, originally in equilibrium. The block is then given an initial speed of 4 m/s. The maximum deviation (in meters) from equilibrium achieved by the oscillating block is closest to
Mass of the block = m = 10 kg
Force constant of the spring = k = 1000 N/m
Speed given to the block at the equilibrium position = V = 4 m/s
Maximum deviation of the block from the equilibrium = d
By conservation of energy the kinetic energy of the block is converted into the potential energy of the spring at maximum deviation.
d = 0.4 m
Maximum deviation of the oscillating block from the equilibrium = 0.4 m
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