A motor rotates a pendulum (of length / and mass m) at a constant rotational velocity (0) Ry THI @ Rx A mg 1) Calculate the velocity of point A (magnitude and direction). 2) Calculate the acceleration of point A (magnitude and direction). 3) What is the Reaction Force Rx equal to (at the instant shown in the figure)? a) Rx = 0 b) Rx > 0 c) Rx < 0 4) What is the Reaction Force Ry equal to (at the instant shown in the figure)? a) Ry = mg b) Ry > mg c) Ry < mg

Principles of Physics: A Calculus-Based Text
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Author:Raymond A. Serway, John W. Jewett
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Chapter10: Rotational Motion
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A motor rotates a pendulum (of length / and mass m) at a constant rotational velocity (@)
Ry
Tm
Rx
A
mg
1) Calculate the velocity of point A (magnitude and direction).
2) Calculate the acceleration of point A (magnitude and direction).
b) Rx > 0
c) Rx < 0
3) What is the Reaction Force Rx equal to (at the instant shown in the figure)?
a) Rx = 0
4) What is the Reaction Force Ry equal to (at the instant shown in the figure)?
a) Ry = mg
b) Ry > mg
c) Ry<mg
Transcribed Image Text:A motor rotates a pendulum (of length / and mass m) at a constant rotational velocity (@) Ry Tm Rx A mg 1) Calculate the velocity of point A (magnitude and direction). 2) Calculate the acceleration of point A (magnitude and direction). b) Rx > 0 c) Rx < 0 3) What is the Reaction Force Rx equal to (at the instant shown in the figure)? a) Rx = 0 4) What is the Reaction Force Ry equal to (at the instant shown in the figure)? a) Ry = mg b) Ry > mg c) Ry<mg
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