Discussion04 - Question 3.16 Problem 3.35 Problem 3.36 (a)...

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Relative General Physics I Mechanics Racquetball Striking a Wall Velocity Physics 140 Mt. Etna Stewart Hall
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Relative Velocity Velocity addition (Galilean transformation): Here v A/B is the relative velocity of object A with spect to object r frame of reference C B B A C A v v v / / / r r r + = x C B x B A x C A v v v , / , / , / + = respect to object B (or frame of reference B ) Mutual velocities: If v B/C is constant, then the accelerations are: Acceleration is the same in all frames of reference moving with constant velocity with respect to each other ( inertial frames ) B A C A a a / / r r = A B B A v v / / r r - =
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Question 3.13
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Question 3.16
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Question 3.16
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Unformatted text preview: Question 3.16 Problem 3.35 Problem 3.36 (a) A. due east B. 25.5°north of east C. 28.4°north of east D. 61.6°north of east E. 64.5°north of east (b) A. 2.2 m/s B. 3.7 m/s C. 4.2 m/s D. 4.7 m/s E. 6.2 m/s (c) A. 129 s B. 172 s C. 190 s D. 217 s E. 364 s Problem 3.36 (a) A. due east B. 25.5°north of east C. 28.4°north of east D. 61.6°north of east E. 64.5°north of east (b) A. 2.2 m/s B. 3.7 m/s C. 4.2 m/s D. 4.7 m/s E. 6.2 m/s (c) A. 129 s B. 172 s C. 190 s D. 217 s E. 364 s Problem 3.84...
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This note was uploaded on 02/15/2012 for the course PHYS 140 taught by Professor Uher during the Winter '10 term at University of Michigan.

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Discussion04 - Question 3.16 Problem 3.35 Problem 3.36 (a)...

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