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A puck is made up of two parts connected by a compressed spring. mi-0 3001g SPRING Ax =0:0624 m FICTIONLESS SURFALE At t=0.00 s the puck is set in motion with a velocity of 1.00 m/s [R] on a frictionless icy surface. At t=3.00 s the spring is released and the 0.300 kg portion of the puck returns to the starting point in 3.00 s. Given that the spring is compressed 0.0624 m, determine the spring constant of that spring.

A puck is made up of two parts connected by a compressed spring. mi-0 3001g SPRING Ax =0:0624 m FICTIONLESS SURFALE At t=0.00 s the puck is set in motion with a velocity of 1.00 m/s [R] on a frictionless icy surface. At t=3.00 s the spring is released and the 0.300 kg portion of the puck returns to the starting point in 3.00 s. Given that the spring is compressed 0.0624 m, determine the spring constant of that spring.

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A puck is made up of two parts connected by a compressed spring. At t=0.00s the puck is set in motion with a velocity of 1.00m/s [R] on a frictionless icy surface. At t=3.00s the spring is released and the 0.300kg portion of the puck returns to the starting point in 3.00s. Given that the spring is compressed 0.0624m, determine the spring constant of that spring. 

A puck is made up of two parts connected by a compressed spring. mi-0 3001g SPRING Ax =0:0624 m FICTIONLESS SURFALE At t=0.00 s the puck is set in motion with a velocity of 1.00 m/s [R] on a frictionless icy surface. At t=3.00 s the spring is released and the 0.300 kg portion of the puck returns to the starting point in 3.00 s. Given that the spring is compressed 0.0624 m, determine the spring constant of that spring.
Transcribed Image Text:A puck is made up of two parts connected by a compressed spring. mi-0 3001g SPRING Ax =0:0624 m FICTIONLESS SURFALE At t=0.00 s the puck is set in motion with a velocity of 1.00 m/s [R] on a frictionless icy surface. At t=3.00 s the spring is released and the 0.300 kg portion of the puck returns to the starting point in 3.00 s. Given that the spring is compressed 0.0624 m, determine the spring constant of that spring.
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