Q19. A wooden block of mass m1 sits on a floor attached to a spring in its equilibrium position. A bullet of mass m2 is fired with a velocity of v into the wooden block, where it remains. Derive an equation for the maximum displacement of the spring if the floor is frictionless and the spring has a spring constant 1 of k. (x = m2v k(m1+m2)'

Physics for Scientists and Engineers, Technology Update (No access codes included)
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Chapter8: Conservation Of Energy
Section: Chapter Questions
Problem 8.69AP: A block of mass M rests on a table. It is fastened to the lower end of a light, vertical spring. The...
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Q19. A wooden block of mass mı sits on a floor
attached to a spring in its equilibrium position.
A bullet of mass m2 is fired with a velocity of v
into the wooden block, where it remains.
Derive an equation for the maximum
displacement of the spring if the floor is
frictionless and the spring has a spring constant
1
of k. (x = m2v
k(m1+m2)'
Transcribed Image Text:Q19. A wooden block of mass mı sits on a floor attached to a spring in its equilibrium position. A bullet of mass m2 is fired with a velocity of v into the wooden block, where it remains. Derive an equation for the maximum displacement of the spring if the floor is frictionless and the spring has a spring constant 1 of k. (x = m2v k(m1+m2)'
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