Lesson R6
R6 Friction and limiting equilibrium Quiz: AQA Maths, Unit 12
20 questions
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Lesson R6, Friction and limiting equilibrium: 20 multiple choice questions for the AQA Maths (7357), Unit 12: Mechanics, written with Revision Ninja.
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The 20 questions
-
In the friction inequality F <= mu R, what physical quantity does the symbol mu represent?
- Limiting friction
- Resultant force
- Normal reaction
- Coefficient of friction
-
What is the coefficient of friction equal to at limiting equilibrium?
- F divided by R
- F times R
- F plus R
- R divided by F
-
A body on a rough surface is on the point of slipping. What is the friction force?
- F < mu R
- F > mu R
- F = 0
- F = mu R
-
A body on a horizontal surface has no other vertical forces. What is the normal reaction R?
- 2mg
- F
- Zero
- mg
-
In which direction does the friction force between two contact surfaces always act?
- Opposing relative motion
- Towards the centre
- Normal to surfaces
- Along relative motion
-
A 5 kg block rests on a rough horizontal floor with mu = 0.4, and g = 10 m s^-2. What is the limiting friction?
- 0.4 N
- 50 N
- 20 N
- 125 N
-
A 100 N crate on a rough floor with mu = 0.3 is pulled horizontally by 20 N. What is the friction force?
- 10 N
- 20 N
- 30 N
- 0 N
-
The same crate (10 kg, mu = 0.3, g = 10 m s^-2) is pulled horizontally by 40 N. What is its acceleration?
- 0 m s^-2
- 3 m s^-2
- 4 m s^-2
- 1 m s^-2
-
A 4 kg body rests on a rough plane inclined at 30 degrees, with g = 10 m s^-2. What is the normal reaction?
- 34.6 N
- 40.0 N
- 23.1 N
- 20.0 N
-
A block on a slope experiences 20 N component of weight downwards and maximum friction 12 N. What happens?
- It moves upwards
- It slides downwards
- It accelerates upwards
- It remains stationary
-
A body is on the point of sliding down a rough plane. Which relationship holds for the angle theta of the plane?
- sin(theta) = mu
- cos(theta) = mu
- tan(theta) = mu
- mu = theta
-
A 5 kg block on a rough horizontal plane with mu = 0.2 is pulled by 15 N at 30 degrees above the horizontal, with g = 10 m s^-2. What is the friction force, to 1 decimal place?
- 3.0 N
- 10.0 N
- 8.5 N
- 4.0 N
-
For the block in the previous question (5 kg, mu = 0.2, pulled by 15 N at 30 degrees, g = 10 m s^-2), what is the acceleration, to 2 decimal places?
- 0.20 m s^-2
- 1.50 m s^-2
- 0.90 m s^-2
- 2.60 m s^-2
-
A 6 kg body slides at constant velocity on a rough horizontal surface with mu = 0.25, with g = 10 m s^-2. What horizontal force is applied?
- 15 N
- 60 N
- 6 N
- 24 N
-
A 4 kg body slides down a rough plane inclined at 30 degrees with mu = 0.2, g = 10 m s^-2. What is its acceleration, to 1 decimal place?
- 5.0 m s^-2
- 3.3 m s^-2
- 4.3 m s^-2
- 1.7 m s^-2
-
A body rests in equilibrium on a rough plane with mu = 0.6. What is the largest angle with the horizontal before it slips, to 1 decimal place?
- 59.0 degrees
- 16.7 degrees
- 45.0 degrees
- 31.0 degrees
-
A body on the point of sliding has friction 12 N and normal reaction 30 N. What is the coefficient of friction?
- 0.25
- 0.6
- 2.5
- 0.4
-
A 5 kg block on a rough table with mu = 0.2 is connected by a light string over a smooth pulley to a hanging 3 kg mass, with g = 10 m s^-2. What is the acceleration?
- 1.5 m s^-2
- 0.25 m s^-2
- 3.0 m s^-2
- 2.5 m s^-2
-
For the system in the previous question (5 kg block with mu = 0.2 and 3 kg hanging, g = 10 m s^-2), what is the tension in the string?
- 22.5 N
- 7.5 N
- 15 N
- 30 N
-
A body of weight 10 N rests on a rough surface with coefficient of friction 0.3. A horizontal force of 2 N is applied. What is the friction force?
- 2 N
- 0 N
- 10 N
- 3 N
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