Two hockey pucks collide on a level, frictionless table. Neglecting drag, which statement is true throughout the collision? The total momentum of the system of the two pucks is conserved because the pucks do not exert forces on each other. The total momentum of the system of the two pucks is conserved because the net force on each individual puck is zero. The momentum of each individual puck is conserved because the pucks exert equal and opposite forces on each other. The time derivative of the total momentum of the system of the two pucks is zero throughout the collision because the pucks exert equal and opposite forces on each other. The momentum of each individual puck is conserved because one puck exerts a larger force on the other.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Two hockey pucks collide on a level, frictionless table. Neglecting drag, which statement is true
throughout the collision?
The total momentum of the system of the two pucks is conserved because the pucks do not exert forces on
each other.
The total momentum of the system of the two pucks is conserved because the net force on each individual
puck is zero.
The momentum of each individual puck is conserved because the pucks exert equal and opposite forces on
each other.
The time derivative of the total momentum of the system of the two pucks is zero throughout the collision
because the pucks exert equal and opposite forces on each other.
The momentum of each individual puck is conserved because one puck exerts a larger force on the other.
Transcribed Image Text:Two hockey pucks collide on a level, frictionless table. Neglecting drag, which statement is true throughout the collision? The total momentum of the system of the two pucks is conserved because the pucks do not exert forces on each other. The total momentum of the system of the two pucks is conserved because the net force on each individual puck is zero. The momentum of each individual puck is conserved because the pucks exert equal and opposite forces on each other. The time derivative of the total momentum of the system of the two pucks is zero throughout the collision because the pucks exert equal and opposite forces on each other. The momentum of each individual puck is conserved because one puck exerts a larger force on the other.
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