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Levers and moments: how do they work?

Highlighted from a real textbook passage. Explained by Clicked.

Used in a sentence

University Course Reader · STEM

Taking moments about the pivot, the beam balances when the clockwise and anticlockwise moments are equal.

The reader highlighted one word in a textbook passage. Clicked broke down the physics term “moments” into plain English:

Explained in three depths

Same facts, different vibe — Slang mode 😎

Formal definition — The same term, explained the usual way

A lever is a rigid bar free to rotate about a fixed point, the fulcrum (or pivot), used to transmit force between an applied effort and a load. A moment (or moment of force, or torque) is the rotational effect of a force about a point, equal to the magnitude of the force multiplied by the perpendicular distance from the point to the force's line of action (M = F d), measured in newton-metres. The principle of moments states that a body in rotational equilibrium has equal clockwise and anticlockwise moments about any point. Levers are grouped into three classes by the relative positions of fulcrum, load and effort; in each, the ratio of load to effort at balance equals the inverse ratio of their distances from the fulcrum, and the distances moved are in the same inverse ratio, so the work input equals the work output in the ideal, frictionless case.

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