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Name ....................................... Date ........................................
Moments and Levers
The turning effect of a force is called a “moment”.
You may have heard of “leverage” or “torque” – they’re the same thing.
We work it out using Moment = Force x Distance.
The force must be in Newtons (N), the distance in metres (m), and we
measure moments in “Newton Metres” (Nm)
Answer these :-
1. What is the moment of this force?
2. What is the moment of this force?
3. What is the length of this lever if
the moment is 8 Nm?
For a see-saw to balance, the moments on each side must be the same.
For each of these, write “balanced” or “unbalanced”:
All of these see-saws are balanced. Work out the missing number for each
one.
pivot 3 Newtons
1.5 metres
pivot 2 Newtons
?? metres
pivot 6 Newtons
2 metres
1 0 k g 5 k g
1 m 2 m
4 .
1 0 k g 1 5 k g
1 2 m 8 m
5 .
2 0 k g 1 5 k g
8 m 1 1 m
6 .
2 k g 3 k g
8 m 5 m
7 .
??kg 15kg
15m 3m
10.
40kg 50kg
10m ??
m
8.
7kg ??kg
10m 5m
9.
28kg12kg
??m140m
11.

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Moments

  • 1. Name ....................................... Date ........................................ Moments and Levers The turning effect of a force is called a “moment”. You may have heard of “leverage” or “torque” – they’re the same thing. We work it out using Moment = Force x Distance. The force must be in Newtons (N), the distance in metres (m), and we measure moments in “Newton Metres” (Nm) Answer these :- 1. What is the moment of this force? 2. What is the moment of this force? 3. What is the length of this lever if the moment is 8 Nm? For a see-saw to balance, the moments on each side must be the same. For each of these, write “balanced” or “unbalanced”: All of these see-saws are balanced. Work out the missing number for each one. pivot 3 Newtons 1.5 metres pivot 2 Newtons ?? metres pivot 6 Newtons 2 metres 1 0 k g 5 k g 1 m 2 m 4 . 1 0 k g 1 5 k g 1 2 m 8 m 5 . 2 0 k g 1 5 k g 8 m 1 1 m 6 . 2 k g 3 k g 8 m 5 m 7 .
  • 2. ??kg 15kg 15m 3m 10. 40kg 50kg 10m ?? m 8. 7kg ??kg 10m 5m 9. 28kg12kg ??m140m 11.