Two gliders are on a smooth, level air track. The final speed of glider R is greater than the final speed of glider T (i.e., VRf > VTf). The masses of gliders R, S, and T are different (ms>m7>mr). Gliders A, R, and T are free to move after the collision, but glider S is stuck in place on the track. In each case, the system is defined as the two gliders. Before collision After collision Exp 1 i =2 m/s i =0 h=0 Exp 2 5 =1 m/s Ai Af Exp 3 VAi ö =0 m/s

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Which, if any, of the cases have a zero change in momentum for the system of two gliders?


A Experiment 1
B Experiment 2
C Experiment 3
D None of these experiments
Two gliders are on a smooth, level air track. The final speed of glider R
is greater than the final speed of glider T (i.e., VRf > VTf). The masses of
gliders R, S, and T are different (ms>m7>mr). Gliders A, R, and T are
free to move after the collision, but glider S is stuck in place on the
track. In each case, the system is defined as the two gliders.
Before collision
After collision
Exp 1
i =2 m/s
i =0
h=0
Exp 2
5 =1 m/s
Ai
Af
Exp 3
VAi
ö =0 m/s
Transcribed Image Text:Two gliders are on a smooth, level air track. The final speed of glider R is greater than the final speed of glider T (i.e., VRf > VTf). The masses of gliders R, S, and T are different (ms>m7>mr). Gliders A, R, and T are free to move after the collision, but glider S is stuck in place on the track. In each case, the system is defined as the two gliders. Before collision After collision Exp 1 i =2 m/s i =0 h=0 Exp 2 5 =1 m/s Ai Af Exp 3 VAi ö =0 m/s
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