Torque Term: Name: 1. What is the formula for computing torque? a. T= rF0 %3D b. т%3Dг/F C. T = rF cos O d. T = r²F e. T = rF sin 0 2. What is one of the conditions for equilibrium? a. F = ma b. υ-0 c. As = 0 %3D d. Fnet = 0 e. Δι0 %3D 3. What is the other condition for equilibrium? a. T = Ia b. w = 0 . C. Tnet = 0 %3D d. Δθ0 e. Σm=0 4. Torques are associated with rotation. a. True b. False 5. Which of the following exemplifies torques in a fundamental way? a. a see-saw b. a digital clock c. a projectile d. an electric circuit e. a block sliding on an inclined plane

College Physics
10th Edition
ISBN:9781285737027
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter8: Rotational Equilibrium And Rotational Dynamics
Section: Chapter Questions
Problem 5P: A simple pendulum consists of a small object of mass 3.0 kg hanging at the end of a 2.0-m-long light...
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Torque
Term:
Name:
1. What is the formula for computing torque?
a. T= rF0
%3D
b. т%3Dг/F
C. T = rF cos O
d. T = r²F
e. T = rF sin 0
2. What is one of the conditions for equilibrium?
a. F = ma
b. υ-0
c. As = 0
%3D
d. Fnet = 0
e. Δι0
%3D
3. What is the other condition for equilibrium?
a. T = Ia
b. w = 0
.
C. Tnet = 0
%3D
d. Δθ0
e. Σm=0
4. Torques are associated with rotation.
a. True
b. False
5. Which of the following exemplifies torques in a fundamental way?
a. a see-saw
b. a digital clock
c. a projectile
d. an electric circuit
e. a block sliding on an inclined plane
Transcribed Image Text:Torque Term: Name: 1. What is the formula for computing torque? a. T= rF0 %3D b. т%3Dг/F C. T = rF cos O d. T = r²F e. T = rF sin 0 2. What is one of the conditions for equilibrium? a. F = ma b. υ-0 c. As = 0 %3D d. Fnet = 0 e. Δι0 %3D 3. What is the other condition for equilibrium? a. T = Ia b. w = 0 . C. Tnet = 0 %3D d. Δθ0 e. Σm=0 4. Torques are associated with rotation. a. True b. False 5. Which of the following exemplifies torques in a fundamental way? a. a see-saw b. a digital clock c. a projectile d. an electric circuit e. a block sliding on an inclined plane
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