What does it mean when we get the answer in Newtons a Metre for moments?

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The discussion clarifies that moments, or torque, are quantified in Newton-metres, representing the product of force (in Newtons) and distance (in metres). This unit indicates how effectively a linear force can be amplified through a lever system. The confusion arises from the misinterpretation of the unit as "Newtons per metre," which is incorrect. Understanding this distinction is crucial for accurately calculating forces on levers.

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So i know how to work out moments sort of but i am confused on what i am actually working out. So i get the answer in Newtons a Metre, but what does that mean exactly? And why is it that when i divide the other side of a levers length by this it gives me the force on the other side?
 
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You understand a force as how hard you push on something (and the direction of the push)?
A moment or torque is how hard you twist something (with the direction of the twist).
That's all there is to it.

The units comes from the calculation - and that comes from how a linear force can be amplified by a lever.
 
Dylex said:
i get the answer in Newtons a Metre
"Newtons a metre" should mean the same as "Newtons per metre", but torque is measured in Newton-metres. I.e. it's a number of Newtons multiplied by a number of metres, not divided by a number of metres.
 

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