A horizontal spring is compressed a specific distance by a small particle A and then particle A is released, moves horizontally, and then goes up a hill until it stops at a height of 2.00 m. The spring is then compressed the same distance by a small particle B and then particle B is released, moves horizontally along the same path as particle A, and then goes up the same hill until it stops. Calculate the final height reached by particle B. It is given that particle B has three times the mass of particle A. Assume there is no friction.

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Chapter1: Units, Trigonometry. And Vectors
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A horizontal spring is compressed a specific distance by a small particle A and
then particle A is released, moves horizontally, and then goes up a hill until it
stops at a height of 2.00 m. The spring is then compressed the same distance by a
small particle B and then particle B is released, moves horizontally along the same
path as particle A, and then goes up the same hill until it stops. Calculate the final
height reached by particle B. It is given that particle B has three times the mass of
particle A. Assume there is no friction.
Transcribed Image Text:A horizontal spring is compressed a specific distance by a small particle A and then particle A is released, moves horizontally, and then goes up a hill until it stops at a height of 2.00 m. The spring is then compressed the same distance by a small particle B and then particle B is released, moves horizontally along the same path as particle A, and then goes up the same hill until it stops. Calculate the final height reached by particle B. It is given that particle B has three times the mass of particle A. Assume there is no friction.
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