Lesson R5
R5 Resultant forces in a plane Quiz: AQA Maths, Unit 12
20 questions
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Lesson R5, Resultant forces in a plane: 20 multiple choice questions for the AQA Maths (7357), Unit 12: Mechanics, written with Revision Ninja.
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The 20 questions
-
The resultant of two or more forces is:
- Their vector sum
- The average of the forces
- Their scalar sum of magnitudes
- The difference between the largest and smallest magnitudes
-
What is the resultant of perpendicular forces of 9 N and 12 N?
- 21 N
- 10.8 N
- 15 N
- 3 N
-
Two forces of 4 N each act at 60 degrees to each other. What is the magnitude of the resultant, to 1 decimal place?
- 6.9 N
- 5.7 N
- 4.0 N
- 8.0 N
-
Forces (3i + 2j) N and (-i + 5j) N act on a particle. What is the resultant?
- 2i + 7j N
- 2i - 3j N
- 4i + 3j N
- 4i + 7j N
-
A single force (3i + 4j) N acts on a particle. What is its magnitude?
- 5 N
- 12 N
- 7 N
- 1 N
-
Two forces of 10 N act at 120 degrees to each other. What is the magnitude of the resultant?
- 17.3 N
- 20 N
- 0 N
- 10 N
-
When applying Newton's second law in a plane, what should be used?
- Each force separately in turn
- Only the horizontal component
- The resultant force, component by component
- The magnitudes of the forces added directly
-
A 2 kg particle experiences a resultant force (6i - 8j) N. What is the magnitude of its acceleration?
- 3 m s^-2
- 5 m s^-2
- 10 m s^-2
- 7 m s^-2
-
A 3 kg particle is acted on by forces (2i + 3j) N and (4i - j) N. What is its acceleration?
- 2i + 2j m s^-2
- (2i + (2/3)j) m s^-2
- 6i + 2j m s^-2
- (2/3)i + 2j m s^-2
-
A 4 kg particle changes velocity from 2i m s^-1 to 2i + 6j m s^-1 in 3 s. What constant force acts on it?
- 24j N
- 2j N
- 8j N
- 8i N
-
A 5 kg particle at rest is acted on by a constant resultant force (10i + 5j) N for 2 s. What is its velocity at the end?
- 8i + 4j m s^-1
- 2i + j m s^-1
- 10i + 5j m s^-1
- 4i + 2j m s^-1
-
Forces of 5 N east and 3 N north act on a particle in equilibrium with a third force F. What is the magnitude of F, to 1 decimal place?
- 8.0 N
- 2.0 N
- 34.0 N
- 5.8 N
-
A 1 kg particle starts at rest at the origin under a constant resultant force (4i + 3j) N. Where is it after 2 s?
- (16i + 12j) m
- (2i + 1.5j) m
- (8i + 6j) m
- (4i + 3j) m
-
A constant force (6i - 2j) N gives a particle an acceleration of (3i - j) m s^-2. What is the mass?
- 3 kg
- 1 kg
- 6 kg
- 2 kg
-
Three forces (2i + j) N, (-3i + 4j) N and F act on a particle in equilibrium. What is F?
- 5i + j N
- -i - 5j N
- i - 5j N
- -i + 5j N
-
A 0.5 kg particle has velocity 3j m s^-1 at t = 0 and a constant resultant force 2i N. What is its velocity at t = 4 s?
- 8i + 3j m s^-1
- 16i + 3j m s^-1
- 4i + 3j m s^-1
- 16i + 6j m s^-1
-
Two perpendicular forces of 6 N and 8 N act on a 2 kg body at rest. What is its speed after 4 s?
- 20 m s^-1
- 14 m s^-1
- 10 m s^-1
- 40 m s^-1
-
The resultant of forces (3i + 4j) N makes what angle with the i-axis, to the nearest degree?
- 53 degrees
- 45 degrees
- 127 degrees
- 37 degrees
-
Forces of 10 N east, 10 N west and 5 N north act on a particle. What is the magnitude of the resultant?
- 10 N
- 5 N
- 0 N
- 15 N
-
A 4 kg particle is acted on by a resultant force (8i - 4j) N from rest. What is its speed after 3 s, to 1 decimal place?
- 6.0 m s^-1
- 6.7 m s^-1
- 9.0 m s^-1
- 3.0 m s^-1
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