A 0.543 kg block is placed on top of a vertical spring of constant 1,200 N/m and pushed down so that the spring is compressed by x = 0.300 m while the block is at its lowest vertical position. After the block is released (from rest), it moves upward uncompressing the spring. Determine the block's speed at the instant the block uncompresses the spring (at equilibrium position). {Consider gravitational and spring potential energies; conservation of energy 'system'} O 7.02 m/s O 4.69 m/s O 18.3 m/s O 13.9 m/s O 19.5 m/s
A 0.543 kg block is placed on top of a vertical spring of constant 1,200 N/m and pushed down so that the spring is compressed by x = 0.300 m while the block is at its lowest vertical position. After the block is released (from rest), it moves upward uncompressing the spring. Determine the block's speed at the instant the block uncompresses the spring (at equilibrium position). {Consider gravitational and spring potential energies; conservation of energy 'system'} O 7.02 m/s O 4.69 m/s O 18.3 m/s O 13.9 m/s O 19.5 m/s
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![A 0.543 kg block is placed on top of a vertical spring of constant 1,200 N/m and pushed down so that the spring is compressed by x =
0.300 m while the block is at its lowest vertical position. After the block is released (from rest), it moves upward uncompressing the
spring. Determine the block's speed at the instant the block uncompresses the spring (at equilibrium position). {Consider gravitational
and spring potential energies; conservation of energy 'system'}
7.02 m/s
O 4.69 m/s
O 18.3 m/s
O 13.9 m/s
O 19.5 m/s
SHIO](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa2a8f76b-d2c8-44aa-82df-d60567d2d8e8%2F17bcbbb2-83f1-48a4-b0d5-0e53331afab6%2Fewdwe5g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A 0.543 kg block is placed on top of a vertical spring of constant 1,200 N/m and pushed down so that the spring is compressed by x =
0.300 m while the block is at its lowest vertical position. After the block is released (from rest), it moves upward uncompressing the
spring. Determine the block's speed at the instant the block uncompresses the spring (at equilibrium position). {Consider gravitational
and spring potential energies; conservation of energy 'system'}
7.02 m/s
O 4.69 m/s
O 18.3 m/s
O 13.9 m/s
O 19.5 m/s
SHIO
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