Leave lesson

Mechanics · Moments

Chapter 1 · 4

The idea

Moments of forces

The moment (turning effect) of a force as force × perpendicular distance from the pivot, measured clockwise or anticlockwise, in newton-metres — including forces acting at an angle to a rod.

A full journey — read it, play with it, work it, then earn real exam marks. Everything stays on the timeline below.

In this lesson — start anywhere

Mechanics · Moments

Moments of forces

The moment (turning effect) of a force as force × perpendicular distance from the pivot, measured clockwise or anticlockwise, in newton-metres — including forces acting at an angle to a rod.

Why it works

The turning effect of a force

A force doesn't just push a body along — applied away from a pivot, it makes it turn. The size of that turning effect is the moment of the force. It depends on two things: how big the force is, and how far its line of action is from the pivot. A small push far out (like a long spanner) turns more than a big push close in.

Force times perpendicular distance

The moment of a force about a point is moment=F×d,\text{moment} = F \times d, where FF is the force and dd is the perpendicular distance from the pivot to the force's line of action. The unit is the newton-metre (N m). Each moment has a sense — clockwise or anticlockwise — and you must keep track of which, usually by calling one direction positive.

Keep reading — free

The rest of the explanation, plus 3 worked examples you step through move by move.

Start free

Takes a minute — no card.