Consider the collision of two cars, A and B, that are each of mass m. At the moment of impact (point C), Car B is moving down with speed VB, whereas Car A is moving to the left with speed VA = 3VB. After colliding, the cars are stuck together and move with a combined velocity VAB in the direction 0. Part A: (Linear Momentum) . Determine the direction of motion after impact, 0. You should find that it is independent of m, VB - give your solution as a numerical answer, in radians or degrees. • Determine the combined speed after impact, UAB, in terms of one or more of the following variables: (m, VB, 0). Part B: (Work and Energy) The combined system (after impact) is moving at a speed VAB and experiences friction as it comes to rest. The friction coefficient between the rubber tires of the cars and the road is μk. • Determine the distance that the combined cars travel after the collision, d, in terms of one or more of the following variables: (m, VAB, k, 8). For Part B, use the symbol VAB without substituting your answer from Part A. Vehicles At Rest d B UAB UB Impact C Point VA

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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5 Problem
Consider the collision of two cars, A and B, that are each of mass m. At the moment of impact
(point C), Car B is moving down with speed VB, whereas Car A is moving to the left with speed
VA = 3VB. After colliding, the cars are stuck together and move with a combined velocity VAB in
the direction 0.
Part A: (Linear Momentum)
• Determine the direction of motion after impact, 0. You should find that it is independent
of m, VB give your solution as a numerical answer, in radians or degrees.
• Determine the combined speed after impact, UAB, in terms of one or more of the following
variables: (m, VB, 0).
Part B: (Work and Energy) The combined system (after impact) is moving at a speed VAB and
experiences friction as it comes to rest. The friction coefficient between the rubber tires of the
cars and the road is μk.
• Determine the distance that the combined cars travel after the collision, d, in terms of one
or more of the following variables: (m, VAB, Mk, 8). For Part B, use the symbol VAB without
substituting your answer from Part A.
Vehicles
At Rest
B
UAB
UB
Impact
CPoint VA
0
Transcribed Image Text:5 Problem Consider the collision of two cars, A and B, that are each of mass m. At the moment of impact (point C), Car B is moving down with speed VB, whereas Car A is moving to the left with speed VA = 3VB. After colliding, the cars are stuck together and move with a combined velocity VAB in the direction 0. Part A: (Linear Momentum) • Determine the direction of motion after impact, 0. You should find that it is independent of m, VB give your solution as a numerical answer, in radians or degrees. • Determine the combined speed after impact, UAB, in terms of one or more of the following variables: (m, VB, 0). Part B: (Work and Energy) The combined system (after impact) is moving at a speed VAB and experiences friction as it comes to rest. The friction coefficient between the rubber tires of the cars and the road is μk. • Determine the distance that the combined cars travel after the collision, d, in terms of one or more of the following variables: (m, VAB, Mk, 8). For Part B, use the symbol VAB without substituting your answer from Part A. Vehicles At Rest B UAB UB Impact CPoint VA 0
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