Consider the collision pictured below. While m2=10kg is initially at rest, horizontally moving m1=5kg with a speed of v1=14.9m/s collides with it. After the collision, the two masses scatter with speeds of v1′=8.3m/s and v′2. If θ1=38o, determine the speed of m2 after the collision, v2′=?. Express your answer in units of m/sm/s with one decimal place.
Consider the collision pictured below. While m2=10kg is initially at rest, horizontally moving m1=5kg with a speed of v1=14.9m/s collides with it. After the collision, the two masses scatter with speeds of v1′=8.3m/s and v′2. If θ1=38o, determine the speed of m2 after the collision, v2′=?. Express your answer in units of m/sm/s with one decimal place.
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter9: Relativity
Section: Chapter Questions
Problem 36P
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Consider the collision pictured below. While m2=10kg is initially at rest, horizontally moving m1=5kg with a speed of v1=14.9m/s collides with it. After the collision, the two masses scatter with speeds of v1′=8.3m/s and v′2. If θ1=38o, determine the speed of m2 after the collision, v2′=?. Express your answer in units of m/sm/s with one decimal place.
Note: Please note that we do not know whether or not this is an elastic collision.
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