Lesson S1
S1 Moments in static contexts Quiz: AQA Maths, Unit 12
20 questions
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Lesson S1, Moments in static contexts: 20 multiple choice questions for the AQA Maths (7357), Unit 12: Mechanics, written with Revision Ninja.
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The 20 questions
-
The moment of a force about a point is:
- The force multiplied by the total distance travelled
- The force divided by the distance from the point
- The force multiplied by the perpendicular distance from the point to the line of action
- The component of the force along the line joining the point and the force
-
What is the SI unit of moment?
- N
- kg m s^-1
- N m
- N m^-1
-
What does the principle of moments state for a body in equilibrium?
- The sum of all forces is zero, and nothing about moments
- Clockwise moments are twice the anticlockwise moments
- All moments are zero
- The sum of clockwise moments about a point equals the sum of anticlockwise moments
-
Where does the weight of a uniform rod act?
- At one end
- At the pivot
- At its midpoint
- At the lowest point of the rod
-
A force of 20 N acts perpendicular to a spanner at a distance of 0.5 m from the pivot. What is the moment?
- 20.5 N m
- 0.025 N m
- 40 N m
- 10 N m
-
A force of 60 N acts perpendicularly at 1.5 m from a pivot. What is the moment about the pivot?
- 60 N m
- 40 N m
- 90 N m
- 1.5 N m
-
A force of 10 N acts at the end of a 2 m rod, at 30 degrees to the rod. What is the moment about the other end?
- 17.3 N m
- 5 N m
- 10 N m
- 20 N m
-
A uniform 4 m rod of weight 30 N is pivoted at one end and held horizontal. What is the moment of its weight about the pivot?
- 15 N m
- 30 N m
- 60 N m
- 120 N m
-
A child of weight 300 N sits 1.5 m from the pivot of a see-saw. Another child of weight 200 N balances it. How far from the pivot is the second child?
- 0.67 m
- 1.5 m
- 3 m
- 2.25 m
-
A rod of length 1.2 m is pivoted at one end. A vertical force of 8 N acts at the far end perpendicular to the rod. What is the moment about the pivot?
- 8 N m
- 1.2 N m
- 9.6 N m
- 6.67 N m
-
A uniform rod of length 2 m and weight 10 N is held horizontal by a smooth pivot at one end and a vertical force P at the other end. What is P?
- 20 N
- 10 N
- 2.5 N
- 5 N
-
A uniform beam AB of length 6 m and weight 60 N rests horizontally on supports at A and at a point B 4 m from A. What is the reaction at B?
- 60 N
- 15 N
- 45 N
- 30 N
-
For the beam in the previous question (length 6 m, weight 60 N, supports at A and 4 m from A), what is the reaction at A?
- 15 N
- 30 N
- 60 N
- 45 N
-
A uniform rod of length 4 m and weight 20 N is pivoted 1 m from its left end. A 30 N weight hangs from the left end. What is the net moment about the pivot?
- 0 N m
- 10 N m clockwise
- 50 N m clockwise
- 10 N m anticlockwise
-
Forces of 4 N at 2 m and 3 N at 4 m from a pivot act perpendicularly in opposite senses. What is the net moment?
- 8 N m
- 0 N m
- 4 N m in the sense of the 3 N force
- 12 N m
-
Which statement describes the conditions for equilibrium of a rigid body?
- The resultant force is zero and the net moment about any point is zero
- The resultant force must be non-zero
- Only the moments about one chosen point need be zero
- The net moment must be non-zero
-
A uniform beam of length 8 m and weight 80 N is held horizontal by a vertical string at its right end and a pivot at its left end. What is the force from the pivot?
- 40 N
- 80 N
- 20 N
- 160 N
-
A 2 m rod has a 12 N force at one end, perpendicular to the rod. A 6 N force acts perpendicularly at 1 m from the pivot at the other end, in the opposite sense. What is the net moment?
- 24 N m
- 6 N m
- 30 N m
- 18 N m
-
A seesaw of length 4 m pivoted at its centre has 200 N at 1.2 m left of centre. A 300 N person sits on the right. How far from the centre must the person sit for balance?
- 1.8 m
- 0.8 m
- 1.2 m
- 0.6 m
-
A uniform plank of weight 50 N and length 4 m is supported on a pivot 1 m from its left end. A 30 N load is placed at the left end. What is the net moment about the pivot?
- 20 N m, turning the left side down
- 0 N m
- 80 N m, turning the right side down
- 20 N m, turning the right side down
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