Angular Momentum and Torque Problemo

AI Thread Summary
The discussion centers on the concept of equilibrium involving two forces, F and -F, acting on an extended object. It is established that the net force from this force pair is zero due to their equal magnitude and opposite directions. The torque about any point P is shown to be independent of P's location, relying solely on the separation of the lines of action of the forces. Clarifications are made regarding the wording of the relationship between torque and the forces, emphasizing that it depends on the perpendicular component of the separation. Overall, the conversation highlights the principles governing force couples and torque in physics.
Skoob
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Homework Statement


Consider two forces F and -F that act at different points on an extended object. Show that the net force of this combination is zero and that the torque about any point P is independent of the location of P, and depends only on the separation of the two points at which the forces act.

Homework Equations


So this basically revolves around the concept of equilibrium.

The Attempt at a Solution

 
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Skoob said:

Homework Statement


Consider two forces F and -F that act at different points on an extended object. Show that the net force of this combination is zero and that the torque about any point P is independent of the location of P, and depends only on the separation of the two points at which the forces act.

Homework Equations


So this basically revolves around the concept of equilibrium.

The Attempt at a Solution

Skoob, you're new to PF. PF Rules require that you fill out all three parts of the HW Template when you post a thread so you can get help. Merely typing in the question without showing an attempt at solution just wastes your time and doesn't lead to anything productive. PF is not a HW service.
 
Skoob said:
So this basically revolves around the concept of equilibrium.

It's about a force couple.
 
is it because the forces are equal in magnitude and opposite directions so the net force is zero??
 
Skoob said:
depends only on the separation of the two points at which the forces act.
That is wrongly worded. It should say "depends only on the separation of the lines of action of the two forces". That is, it is not whole the separation of the two points, only the component of that separation that is at right angles to the two forces.
 
haruspex said:
That is wrongly worded. It should say "depends only on the separation of the lines of action of the two forces". That is, it is not whole the separation of the two points, only the component of that separation that is at right angles to the two forces.

And on the magnitude of F.
 
Mister T said:
And on the magnitude of F.
Yes, but I let that pass since F is clearly given as an input.
 

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