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WorksheetsQuiz; Incline Plane basics and problems
Total questions: 30
Worksheet time: 2hrs 46mins
The diagram above shows a box being pulled up the ramp. Which letter represents the weight?
A
B
C
D
If an object is at rest on an inclined plane, which of the following forces is greatest?
Normal Force
Friction
Weight
Both Normal Force and Weight are equal, so they both are the greatest.
Which of the following is the expression for the Normal Force?
FN = mg cos(ϴ)
FN = mg sin(ϴ)
FN = mg sin(180-ϴ)
FN = mg cos(90-ϴ)
Which of the following is the expression for the Parallel Force?
FN = mg cos(ϴ)
FN = mg sin(ϴ)
FN = mg sin(180-ϴ)
FN = mg cos(90-ϴ)
If there is no friction, then the acceleration would be equal to
mg
sin(θ)mg
g
sin(θ)g
The diagram represents an object being held at rest on a frictionless incline. The net force is equal to
zero
normal force
weight
friction
How do the normal force, friction force, and tension change when the angle θ is increased?
A
B
C
D
A heavy wooden block is dragged by a force F along a rough steel plate, as shown in the diagrams for two cases. The magnitude of the applied force F is the same for both cases. The normal force in (ii), as compared with the normal force in (i) is:
the same
greater
less
none of the above
A block slides down a frictionless inclined plane that makes an angle θ with the horizontal.
Which of the expressions shown below expresses force which is parallel to the inclined surface?
mg cos
mg sin
g
2g
As the angle of the incline increases, what happens to the normal force?
Given the FBD, which of the following must be true?
The frictional force must be accelerating the system to the left.
The box must be accelerating to the right.
The box must be moving to the right.
The FBD is incorrectly drawn. This situation isn't possible
A block slides down a 27° incline. It is observed to be speeding up. The coefficient of kinetic friction between block and incline is μs = 0.14. The force responsible for the acceleration of the block down the inclined is equal to (a) and the force keeping the block on the surface as it slides down is equal to (b) . Therefore, the acceleration of the block as it slides down the slope is (c) .
mgcosθ
3.2 s2m
In the diagram, a 10 kg block is at rest on an inclined plane at 15o to the horizontal.
As the angle of the incline is increased to 30o, the mass of the block will
decrease
increase
stay the same
What is the total mass of the system?
4m
5m
9m
14m
What is the magnitude of net force acting on the three-block system? Assume no friction.
mg
3mg
4mg
5mg
This system is released but does not move. What is the magnitude of static friction experienced by the 9m block?
3mg Newtons
9mg Newtons
14mg Newtons
Cannot be determined without μ
Block B has a mass of mB and block C has a mass of mC. Which of the following is a correct derivation for the normal force acting on block B?
mBg
(mB + mC)g
(mB - mC)g
2(mB + mC)g
What would the acceleration of m2 be if m1 was 4 kg and m2 is 5kg?
1.1 m/s/s, 270 degrees
1.1 m/s/s, 90 degrees
.92 m/s/s, 270 degrees
.92 m/s/s, 0 degrees
