1. Principle of Moments
1. Principle of Moments
The Principle of Moments is a rule in physics that explains when an object will balance or rotate.
Statement (simple):
For an object to be in balance, the total clockwise moments must equal the total anticlockwise moments about a pivot.
Key ideas you must know first:
Force → a push or pull
Pivot (or fulcrum) → the point about which an object turns
Moment → the turning effect of a force
Formula:
Moment=Force x Perpendicular distance from pivot
So:
Bigger force → bigger turning effect
Bigger distance from pivot → bigger turning effect
2. Balancing Using the Principle of Moments
An object is balanced when it does not rotate.
Condition for balance:
Total clockwise moments=Total anticlockwise moment
Since both are equal → the ruler is balanced
Important:
If clockwise > anticlockwise → object turns clockwise
If anticlockwise > clockwise → object turns anticlockwise
3. Moment of a Force
The moment of a force tells us how strongly a force can rotate an object.
Formula:
Moment=Force × Perpendicular distance
Units:
Force → newtons (N)
Distance → meters (m)
Moment → newton-meters (Nm)
Example:
A door:
Pivot = hinges
Force = push on the door
Pushing near the hinge → small moment Pushing far from the hinge → large moment
That’s why door handles are far from hinges.
4. Using Moments
The principle of moments is used in many real-life situations:
Everyday examples:
Seesaws – children balance by changing position
Door handles – placed far from hinges
Spanners/Wrenches – longer handle gives more turning effect
Balance scales – used to measure mass
Cranes – prevent toppling by balancing loads
Human body – muscles create moments around joints
In problems:
Moments are used to:
Find unknown forces
Find unknown distances
Check if an object is balanced





