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Define the term moment
Product of the force F and the perpendicular distance d from the pivot to the line of action of the force
State the formula for moment
M = F x d
M = Moment
F = Force
d = Perpendicular distance from the pivot to the line of action of the force
State and explain what type of physical quantity moment is
- Vector
- Clockwise or anti-clockwise moment
State the SI unit for moment
Nm
State the principle of moments
When a body is at equilibrium, sum of clockwise moments about a pivot is equal to sum of anti-clockwise moments about the same pivot
State the conditions for equalibrim
- No translational motion —> No resultant forces
- No rotational motion —> No resultant motion
Define the term centre of gravity
Imaginary point where the entire weight of an object seems to act
Define the term stability
Measure of an objects ability to return to its original position
Explain, in terms of moments and centre of gravity, why an object topples over
- Line of action of weight is outside base of object
- Resultant clockwise/anti-clockwise moment that causes the object to topple over
Explain, in terms of moments and centre of gravity, why an object is balanced on its pivot
- Line of action of weight is directly above the pivot
- Object is balancing on its pivot
Explain, in terms of moments and centre of gravity, why an object does not topple over
- Line of action of weight is within base of object
- Resultant clockwise/anti-clockwise moment that causes the object to return to original position