A can of Coke moving 17.1 m/s toward the right (the positive direction) collides with a can of Pepsi moving 3.90 m/s toward the left, and both cans are badly crunched. If the final velocity of the can of Coke is 4.37 m/s still toward the right, then what is the final velocity of the can of Pepsi? Assume the two cans have equal masses. 7.43 m/s В. 7.25 m/s C. 7.21 m/s 8.83 m/s 10.8 m/s 10.9 m/s A. D. E. F.

Principles of Physics: A Calculus-Based Text
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Author:Raymond A. Serway, John W. Jewett
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Chapter8: Momentum And Collisions
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A can of Coke moving 17.1 m/s toward the right (the positive direction) collides with a can of Pepsi
moving 3.90 m/s toward the left, and both cans are badly crunched. If the final velocity of the can of Coke
is 4.37 m/s still toward the right, then what is the final velocity of the can of Pepsi? Assume the two cans
have equal masses.
7.43 m/s
7.25 m/s
7.21 m/s
8.83 m/s
10.8 m/s
10.9 m/s
А.
D.
В.
Е.
С.
F.
Transcribed Image Text:A can of Coke moving 17.1 m/s toward the right (the positive direction) collides with a can of Pepsi moving 3.90 m/s toward the left, and both cans are badly crunched. If the final velocity of the can of Coke is 4.37 m/s still toward the right, then what is the final velocity of the can of Pepsi? Assume the two cans have equal masses. 7.43 m/s 7.25 m/s 7.21 m/s 8.83 m/s 10.8 m/s 10.9 m/s А. D. В. Е. С. F.
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