CAIE A-Level Physics 4.1.2 Moment of a Force
Practise defining and calculating moments as force times perpendicular distance, using signs, units and a suitable pivot in equilibrium problems.
- Syllabus
- 2028–2030
- Course
- Physics 9702
- Level
- AS
Practise defining and calculating moments as force times perpendicular distance, using signs, units and a suitable pivot in equilibrium problems.
A pendulum consists of a solid sphere suspended by a string from a fixed point P , as shown in Fig. 3.1.

Fig. 3.1 (not to scale)
The sphere swings from side to side. At one instant the sphere is at its lowest position X , where it has kinetic energy 0.86 J and momentum 0.72 Ns in a horizontal direction. A short time later the sphere is at position Y , where it is momentarily stationary at a maximum vertical height h above position X.
The string has a fixed length and negligible weight. Air resistance is also negligible.
For the sphere at position Y , calculate the moment of its weight about point P .
Nm
moment =(0.30×9.81)×0.93×(sin47∘ or cos43∘)
or
moment =(0.30×9.81)×[0.932−(0.93−0.29)2]0.5
C1
=2.0 Nm
A1