Understanding Torque Problems and the Role of Gravity: Explained"

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In torque problems, gravity is typically considered at the center of mass, which is defined as the point where the total gravitational force acts. This approach is standard because, in a uniform gravitational field, the center of gravity coincides with the center of mass. The discussion emphasizes that this principle applies universally, not just in torque calculations. Therefore, when analyzing torque, it is essential to factor in gravity at the center of mass for accurate results. Understanding this concept is crucial for solving related physics problems effectively.
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Hello,

I was working on a problem dealing with torque, and it was basically a long piece of wood resting on top of two metal poles. (scaffold like), and a worker standing on one end of the wood.

When i was reading the solution, i noticed that gravity was factored in at the center of mass.
I think this is because I chose the pivot point as the intersection of one of the metal poles and the piece of wood.

My question is: is gravity in torque questions ALWAYS factored in at the center of mass??

Thanks a lot!
 
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hello oneplusone! :smile:
oneplusone said:
is gravity in torque questions ALWAYS factored in at the center of mass??

yes …

the total gravitational force on a body is always through the centre of gravity (that's for all purposes, not just for torque) …

that's the definition of centre of gravity​

we always assume that any apparatus on Earth is in a uniform gravitational field,

and in a uniform gravitational field, the centre of gravity and the centre of mass are the same (for fairly obvious reasons) :wink:
 
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