A box of mass 2.0 kg, traveling horizontally, hits an uncompressed spring with an initial velocity, Vo, and compresses the spring to a maximum distance of 0.05 meters (at the maximum distance the box stops). The value of the spring force constant is k= 50 N/m. There is no friction in the system. Use the work-energy theorem (chapter 6) to find the initial velocity, Vo, of the box.

Principles of Physics: A Calculus-Based Text
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ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
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Chapter7: Conservation Of Energy
Section: Chapter Questions
Problem 79P: A block of mass 0.500 kg is pushed against a horizontal spring of negligible mass until the spring...
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A box of mass 2.0 kg, traveling horizontally, hits an uncompressed spring with an initial
velocity, Vo, and compresses the spring to a maximum distance of 0.05 meters (at the
maximum distance the box stops). The value of the spring force constant is k= 50 N/m.
There is no friction in the system. Use the work-energy theorem (chapter 6) to find the
initial velocity, Vo, of the box.
Transcribed Image Text:A box of mass 2.0 kg, traveling horizontally, hits an uncompressed spring with an initial velocity, Vo, and compresses the spring to a maximum distance of 0.05 meters (at the maximum distance the box stops). The value of the spring force constant is k= 50 N/m. There is no friction in the system. Use the work-energy theorem (chapter 6) to find the initial velocity, Vo, of the box.
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