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FORCE part 3

Total questions: 14

Worksheet time: 39mins

Name
Class
Date
1.

Moment of force is defined as ..............

in term of F (force) and d (distance)

a)

Moment = F/d

b)

Moment = Fxd

c)

Moment = F+d

d)

Moment = F-/d

2.

The SI unit for moment of force is

a)

N/m

b)

N/m2

c)

Nm

d)

Nm2

3.

Two types of moment force are

a)

Clockwise and Anti-clockwise

b)

Stable and Unstable

c)

Vertical and Horizontal

d)

Forward and Backward

4.

Moment is also known as

a)

action of torque

b)

action of moment

c)

action of force

d)

turning effect

5.

The principle of moments states that when in equilibrium

a)

sum of clockwise moments is more than with the sum of anti-clockwise moments

b)

sum of clockwise moments is less than with the sum of anti-clockwise moments

c)

sum of clockwise moments is equal with the sum of anti-clockwise moments

d)

sum of horizontal force is equal with the sum of vertical force

6.

Moment of force is 6 Nm and the distance of pivot is 2 m, force applied would be

a)

4N

b)

5N

c)

3N

d)

2N

7.

Force applied by and object is 4 N and the moment of force is 24 Nm, the distance of pivot would be

a)

28 m

b)

6 m

c)

48 m

d)

20 m

8.

The diagram shows a boy of weight 500 N sitting on a see-saw. He sits 2.0 m from the pivot. What is the force F needed to balance the see-saw?

a)

250 N

b)

750 N

c)

1000 N

d)

3000 N

9.

A boy of weighing 600 N sits the see-saw at a distance of 1.5 m from the pivot. What is the force F required at the other end to balance the see-saw?

a)

250 N

b)

350 N

c)

450 N

d)

550 N

10.

The diagram shows a uniform rod balance at its center. Use the principle of moments to calculate the weight, W.

a)

25 N

b)

75 N

c)

65 N

d)

50 N

11.

The diagram shows a uniform rod balance at its center and subjected to a force of 2 N, 3 N and F2. Calculate F2.

a)

8 N

b)

7.5 N

c)

5 N

d)

1 N

12.

Figure below shows a balanced beam. Calculate the unknown forces of X and Y.

a)

X =600 N, Y =800 N

b)

X =600 N, Y =1000 N

c)

X =1400 N, Y =1000 N

d)

X =1000 N, Y =1400 N

13.

Figure below shows a balanced beam. Calculate the unknown forces of X and Y.

a)

X =1200 N, Y =600 N

b)

X =400 N, Y =1000 N

c)

X =600 N, Y =1200 N

d)

X =1000 N, Y =400 N

14.

Figure below shows a balanced beam. Calculate the unknown forces of R1 and R2.

a)

R1 and R2 =3570 N

b)

R1 and R2 =2500 N

c)

R1 =2812.5 N and R2 =4687.5 N

d)

R1 and R2 =3700 N