First, review momentum conservation. A car with a mass of 2000 kg is stopped at a red light. Along comes a second car with a mass of 1200 kg and an initial speed 40 m/s, and WHAM!!!, it hits the car at rest. How fast did the cars go after the collision, assuming they were stuck together?

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Chapter1: Units, Trigonometry. And Vectors
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ENERGY CONSERVATION
Solve the following problems and remember, SHOW ALL WORK ALL OF THE TIME! No
credit is given for answers without work shown.
First, review momentum conservation.
A car with a mass of 2000 kg is stopped at a red light. Along comes a second car with a mass of
1200 kg and an initial speed 40 m/s, and WHAM!!!, it hits the car at rest. How fast did the cars
go after the collision, assuming they were stuck together?
m, V + m, v21 = m, Vr + m, V2t
Or... remember that momentum is conserved and use p = m•v
A picture might help...
Label the drawing
before
m/sec
kg
kg
after
Transcribed Image Text:ENERGY CONSERVATION Solve the following problems and remember, SHOW ALL WORK ALL OF THE TIME! No credit is given for answers without work shown. First, review momentum conservation. A car with a mass of 2000 kg is stopped at a red light. Along comes a second car with a mass of 1200 kg and an initial speed 40 m/s, and WHAM!!!, it hits the car at rest. How fast did the cars go after the collision, assuming they were stuck together? m, V + m, v21 = m, Vr + m, V2t Or... remember that momentum is conserved and use p = m•v A picture might help... Label the drawing before m/sec kg kg after
%3D
m,•vi + m,°V2i = m,•v1 + m2°V21
Or... remember that momentum is conserved and use p = m•v
A picture might help...
Label the drawing
before
m/sec
kg
kg
after
m/sec
kg
kg
Transcribed Image Text:%3D m,•vi + m,°V2i = m,•v1 + m2°V21 Or... remember that momentum is conserved and use p = m•v A picture might help... Label the drawing before m/sec kg kg after m/sec kg kg
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