The figure below shows forces acting at various points on a metal rod. The angles α = 40°, ß = 25°, y = 17°. The length е • = 4.6 m. Find the net torque (in N · m) on the rod about the following axes. 25 N α 8/2 10 N 30 N (a) an axis through O perpendicular to the page magnitude direction 30.6 What does the right hand rule say about the direction of the torques acting about O? How does that affect the signs of the torque components? What is the formula for a magnitude of a cross product? What is the angle between each position vector and force vector? N⚫ m out of the page (b) an axis through C perpendicular to the page magnitude direction 43.06 What does the right hand rule say about the direction of the torques acting about C? How does that affect the signs of the torque components? What is the formula for a magnitude of a cross product? What is the angle between each position vector and force vector? N · m out of the page

Principles of Physics: A Calculus-Based Text
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Chapter10: Rotational Motion
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The figure below shows forces acting at various points on a metal rod. The angles α = 40°, ß = 25°, y = 17°. The length
е
•
= 4.6 m. Find the net torque (in N · m) on the rod about the following axes.
25 N
α
8/2
10 N
30 N
(a) an axis through O perpendicular to the page
magnitude
direction
30.6
What does the right hand rule say about the direction of the torques acting about O? How does that affect
the signs of the torque components? What is the formula for a magnitude of a cross product? What is the
angle between each position vector and force vector? N⚫ m
out of the page
(b) an axis through C perpendicular to the page
magnitude
direction
43.06
What does the right hand rule say about the direction of the torques acting about C? How does that affect
the signs of the torque components? What is the formula for a magnitude of a cross product? What is the
angle between each position vector and force vector? N · m
out of the page
Transcribed Image Text:The figure below shows forces acting at various points on a metal rod. The angles α = 40°, ß = 25°, y = 17°. The length е • = 4.6 m. Find the net torque (in N · m) on the rod about the following axes. 25 N α 8/2 10 N 30 N (a) an axis through O perpendicular to the page magnitude direction 30.6 What does the right hand rule say about the direction of the torques acting about O? How does that affect the signs of the torque components? What is the formula for a magnitude of a cross product? What is the angle between each position vector and force vector? N⚫ m out of the page (b) an axis through C perpendicular to the page magnitude direction 43.06 What does the right hand rule say about the direction of the torques acting about C? How does that affect the signs of the torque components? What is the formula for a magnitude of a cross product? What is the angle between each position vector and force vector? N · m out of the page
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