Lesson R1
R1 Forces and Newton's first law Quiz: AQA Maths, Unit 12
20 questions
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Lesson R1, Forces and Newton's first law: 20 multiple choice questions for the AQA Maths (7357), Unit 12: Mechanics, written with Revision Ninja.
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The 20 questions
-
Newton's first law states that a body:
- Accelerates in proportion to the force applied
- Stays at rest or moves with constant velocity unless acted on by a resultant force
- Needs a force to keep moving at constant velocity
- Exerts an equal and opposite force on any other body
-
Which statement best describes a force?
- A vector quantity that can change the motion of a body
- A scalar that always causes motion
- A quantity measured only in kilograms
- The product of mass and velocity
-
A 10 N weight rests on a table and the normal reaction is 10 N. What is the resultant force on it?
- 0 N
- 5 N
- 10 N
- 20 N
-
A car moves at constant velocity on a straight road under a driving force of 500 N. What is the resistive force?
- 0 N
- 500 N
- 1000 N
- 250 N
-
A particle is at rest. Which must be true?
- The resultant force on it is zero
- Its acceleration is positive
- Its mass is zero
- There are no forces acting on it
-
Which situation is an example of inertia?
- A passenger lurches forward when a bus brakes suddenly
- A ball speeds up when pushed down a slope
- A spring stretches under a load
- A heavy object falls faster through air
-
Forces of 3 N east and 4 N north act on a particle. What is the magnitude of the resultant?
- 12 N
- 1 N
- 7 N
- 5 N
-
Two forces of 5 N act in the same direction on a particle. What is the resultant?
- 10 N
- 5 N
- 0 N
- 7.1 N
-
A particle at rest is acted on by 4 N east and 9 N west. What is the resultant force?
- 4 N east
- 5 N west
- 13 N west
- 5 N east
-
A spacecraft drifts in deep space with no forces acting on it. What is its motion?
- Decreasing speed until it stops
- Constant acceleration in a curve
- Constant velocity in a straight line
- At rest
-
A particle is in equilibrium under forces 2 N east, 3 N north and a third force F. What is the magnitude of F?
- 5 N
- 2.5 N
- sqrt(13) N, about 3.6 N
- 1 N
-
The forces (3i + 4j) N and (-i + 2j) N act on a particle. What is the magnitude of the resultant, to 1 decimal place?
- 4.5 N
- 8.0 N
- 6.3 N
- 2.8 N
-
Three coplanar forces of 5 N each act at 120 degrees to each other on a particle in equilibrium. Why is this possible?
- Each force is perpendicular to the others
- Their vector sum is zero
- All three forces point in the same direction
- The sum of their magnitudes is zero
-
Forces (2i - j) N and (ai + 3j) N have resultant (4i + 2j) N. What is a?
- 4
- 6
- -2
- 2
-
A particle moves with velocity (3i + 4j) m s^-1 and the resultant force on it is zero. What is its velocity after 10 s?
- 3i - 4j m s^-1
- 3i + 4j m s^-1
- 0 m s^-1
- 30i + 40j m s^-1
-
A box slides at constant velocity across a rough floor when pulled by a 40 N horizontal force. What is the friction force?
- 80 N
- 40 N
- 0 N
- 20 N
-
Two forces of 10 N act on a particle with an angle of 60 degrees between them. What is the magnitude of the resultant, to 1 decimal place?
- 10.0 N
- 20.0 N
- 17.3 N
- 14.1 N
-
A particle is in equilibrium under three forces, two of which are 6 N each at 90 degrees. What is the magnitude of the third force, to 1 decimal place?
- 3.0 N
- 8.5 N
- 12.0 N
- 6.0 N
-
An aeroplane flies at constant velocity in level flight. Which set of forces is consistent with this?
- All four forces are unequal
- Thrust equals drag and lift equals weight
- Lift is greater than weight and thrust is zero
- Thrust is greater than drag and lift is less than weight
-
Which statement about a particle with zero resultant force is correct?
- Its velocity is always zero
- Its acceleration is zero
- Its speed must be zero
- Its mass must be zero
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