Consider the following unforced, underdamped, spring system. The spring has a damping constant of 2. After a 1 kg mass is attached to the spring, it stretches 0.9800m. From this equalibrium position, you pull the spring downward 1.00 m from equalibrium. Then you release the spring with an additional upward velocity of 21 m/s. Calculate the maximum displacement from equalibrium over the subsequent oscillations. Round your answer to two places, i.e. 3.25.
Consider the following unforced, underdamped, spring system. The spring has a damping constant of 2. After a 1 kg mass is attached to the spring, it stretches 0.9800m. From this equalibrium position, you pull the spring downward 1.00 m from equalibrium. Then you release the spring with an additional upward velocity of 21 m/s. Calculate the maximum displacement from equalibrium over the subsequent oscillations. Round your answer to two places, i.e. 3.25.
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Transcribed Image Text:Consider the following unforced, underdamped, spring system.
The spring has a damping constant of 2.
After a 1 kg mass is attached to the spring, it stretches 0.9800m.
From this equalibrium position, you pull the spring downward
1.00 m from equalibrium.
Then you release the spring with an additional upward velocity
of 21 m/s.
Calculate the maximum displacement from equalibrium over the
subsequent oscillations.
Round your answer to two places, i.e. 3.25.
Y
Equilibrium mg = kr
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