For an ideal spring, the minus sign in indicates that the spring force is a restoring force.
2 Forces and Newton’s Laws Online Quiz Questions
Use this free practice quiz with 20 questions to review 2 Forces and Newton’s Laws, test your knowledge, and prepare for your next test or exam.
Which expression gives the SI base-unit equivalence for one newton?
- A
1N=1kg⋅m/s2
- B
1N=1kg⋅m/s
- C
1N=1kg⋅m2/s2
When drawing a free-body diagram for one selected object, which set of forces belongs on the diagram?
- A
Every external force acting on the chosen object
- B
Every force the chosen object exerts on other objects
- C
The net force as an additional force arrow
- D
All forces acting on nearby objects
The pulling force transmitted by a taut cord or rope is called .
For an object on a horizontal surface, the normal force must equal its weight regardless of other forces or acceleration.
- A
True
- B
False
A cart moves with constant nonzero velocity while its net external force is zero. What is this condition called?
The vector sum of all forces acting on an object is called the .
A 50N force points 30∘ above the positive x-axis. Which pair gives its approximate x- and y-components?
- A
Fx≈43N,Fy=25N
- B
Fx=25N,Fy≈43N
- C
Fx=50N,Fy=0N
- D
Fx≈−43N,Fy=−25N
Select all statements that correctly describe the friction models in use here.
- A
Static friction adjusts as needed up to fs≤μsN.
- B
A common model for kinetic friction is fk=μkN.
- C
Friction always points opposite the object's overall velocity.
- D
Static friction always has magnitude μsN.
Object A exerts a force on object B. Select all statements that must be true of the corresponding Newton’s third-law force pair.
- A
The forces occur simultaneously.
- B
The forces have equal magnitudes and opposite directions.
- C
The forces act on different objects.
- D
The forces cancel on the free-body diagram of either object.
- E
The two objects must have equal masses.
A block slides on a frictionless ramp tilted at angle θ above horizontal. Which component of its weight produces acceleration along the ramp?
- A
mgcosθ, directed into the ramp
- B
mgsinθ, directed down the ramp
- C
The normal force, directed perpendicular to the ramp
- D
The full weight mg, directed along the ramp
Two horizontal forces act on an object: 18N to the right and 7N to the left. What is the magnitude of the net force?
A 3.0kg object experiences a net external force of 12N. What is the magnitude of its acceleration in m/s2?
Explain the difference between mass and weight. Include the SI unit of each and their relationship near Earth’s surface.
A crate slides to the right across a horizontal floor while a person pulls it to the right. Which set of arrows belongs on a free-body diagram of the crate?
- A
Weight, normal force, applied pull, and net force
- B
Weight, normal force, and the force the crate exerts on the floor
- C
Weight, normal force, applied pull, and kinetic friction
- D
Weight, normal force, applied pull, kinetic friction, and the force the crate exerts on the floor
A cart moves in a straight line at constant velocity in an inertial reference frame. What can be concluded about the net external force on the cart?
- A
The net force must point in the direction of motion.
- B
The net force is zero.
- C
The net force must point opposite the direction of motion.
- D
The net force must be nonzero because the object is moving.
A 3kg object experiences a net force of 12N to the right. What is its acceleration?
- A
0m/s2
- B
4m/s2 to the left
- C
36m/s2 to the right
- D
4m/s2 to the right
A person pushes horizontally on a wall. Which two forces form the Newton’s third-law pair for this interaction?
- A
The person pushes on the wall, and the wall pushes on the person.
- B
The person pushes on the wall, and the floor pushes on the person.
- C
The wall’s force on the person and the person’s weight.
- D
The person’s push on the wall and the wall’s weight.
The normal force on an object always has the same magnitude as the object’s weight.
- A
True
- B
False
A block slides down a frictionless ramp tilted 30∘ above horizontal. Using g=9.8m/s2, what is the block’s acceleration down the ramp?