A point mass of mass m and initial velocity vo is moving towards a thin, non uniform mass vertical rod of length L and mass 4m as shown in the diagram below (values shown below). They experience a perfectly inelastic collision at the point labeled as C (so that the point mass gets stuck to the rod at that point). Determine the final linear and angular velocities of the system.

Glencoe Physics: Principles and Problems, Student Edition
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ISBN:9780078807213
Author:Paul W. Zitzewitz
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Chapter13: State Of Matter
Section: Chapter Questions
Problem 114A
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2. Find the linear velocity of the of the system after the collision.
Transcribed Image Text:2. Find the linear velocity of the of the system after the collision.
A point mass of mass m and initial velocity vo is moving towards a thin, non uniform
mass vertical rod of length L and mass 4m as shown in the diagram below (values
shown below). They experience a perfectly inelastic collision at the point labeled as C
(so that the point mass gets stuck to the rod at that point). Determine the final linear
and angular velocities of the system.
4m
m = 1.23 kg
L= 2.5 m
Lem=1.5 m (Rod)
vo = 5.8 m/s
m
Vo
L/5
Transcribed Image Text:A point mass of mass m and initial velocity vo is moving towards a thin, non uniform mass vertical rod of length L and mass 4m as shown in the diagram below (values shown below). They experience a perfectly inelastic collision at the point labeled as C (so that the point mass gets stuck to the rod at that point). Determine the final linear and angular velocities of the system. 4m m = 1.23 kg L= 2.5 m Lem=1.5 m (Rod) vo = 5.8 m/s m Vo L/5
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