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Calculating Speed, Velocity, and Acceleration

Total questions: 80

Worksheet time: 3hrs 11mins

Name
Class
Date
1.

If an object travels 450 meters in 90 seconds, what is its speed?

a)

100 m/s

b)

10 m/s

c)

5 m/s

d)

25 m/s

2.

How is velocity different from speed?

a)

Velocity is the same as speed

b)

Velocity is a scalar quantity

c)

Velocity includes direction, while speed does not.

d)

Velocity is measured in kilometers per hour

3.

Calculate the velocity of a car that travels 100 meters in 20 seconds.

a)

5 m/s

b)

25 m/s

c)

15 m/s

d)

10 m/s

4.

If a car accelerates from 20 m/s to 40 m/s in 5 seconds, what is its acceleration?

a)

6 m/s^2

b)

10 m/s^2

c)

2 m/s^2

d)

4 m/s^2

5.

Explain the difference between positive and negative acceleration.

a)

Positive acceleration means the object is at rest, while negative acceleration means the object is moving at a constant speed.

b)

Positive acceleration means the object is slowing down, while negative acceleration means the object is speeding up.

c)

Positive acceleration means the object is moving in a straight line, while negative acceleration means the object is moving in a curved path.

d)

Positive acceleration means the object is speeding up, while negative acceleration means the object is slowing down.

6.

How can you calculate acceleration if you know the initial velocity, final velocity, and time?

a)

acceleration = (final velocity - initial velocity) * time

b)

acceleration = (final velocity * initial velocity) / time

c)

acceleration = (final velocity - initial velocity) / time

d)

acceleration = (final velocity + initial velocity) / time

7.

A car travels 120 miles in 12 hours. What is the car's speed?

a)

10 mph

b)

10 m/s

c)

240 mph

d)

240 m/s

8.

A bicycle and rider are rolling along at a velocity of 15 meters per second and crash into a brick wall reducing their velocity to zero meters per second in 0.5 seconds. What was their negative acceleration in this instance?

0 ms   15 ms ÷0.5 s =0\ \frac{m}{s\ }\ -\ 15\ \frac{m}{s}\ \div0.5\ s\ =  

a)

-30 meters / second squared

b)

30 meters/ second squared

c)

15 meters/ second squared

d)

-15 meters/ second squared

9.

If a car goes from 10 meters a second to 50 meters a second in 6 seconds, what is its acceleration? (remember to subtract the final speed from the initial speed to get your actual speed)

a)

6.7 meters per second squared

b)

0.15 meters per second squared

c)

6.7 miles per hour

d)

0.15 miles per hour

10.

If a car goes from zero to 50 meters/ second in 30 seconds, what is its acceleration?

a)

1.7 meters / second squared

b)

0.6 meters / second squared

11.
What does this graph represent?
a)
Constant Speed
b)
Acceleration
c)
Not moving
12.
What is the speed of this object at 3 seconds?
a)

5 m/s

b)

45 m/s

c)

5 s/m

d)

45 s/m

13.
How fast is the object traveling between points B and C?
a)
1 km/hr
b)
0 km/hr
c)
There is no way to tell from this graph
d)
0.9 km/hr
14.

Describe the motion in the graph:

a)

Constant Speed (positive slope)

b)

Stopped (at rest)

c)

Acceleration (increasing speed)

d)

Return Home (negative slope)

15.

Describe the motion in the graph:

a)

Constant Speed (positive slope)

b)

Stopped (at rest)

c)

Acceleration (increasing speed)

d)

Constant speed (negative slope)

16.
The graph shows Ashley riding her bike to Maria's house. 
What was occurring from point B to point C?
a)
She was increasing her speed.
b)
She stopped for 4 minutes
c)
She was decreasing in speed
17.

Which is faster?

a)

walking

b)

skating

c)

biking

18.

Which type of exercise has the greatest acceleration?

a)

walking

b)

skating

c)

biking

d)

they all have zero acceleration

19.

Which scene matches the graph?

a)

Jonathon walked to his girlfriends house - stayed a while then walked home

b)

Justice rode her bike to the mall

c)

Yeshua walked home from school

20.

What is the rate of acceleration during the first line segment? (slope between 0 - 10 sec)

a)

0 m/s2

b)

2.7 m/s2

c)

6 m/s2

d)

- 4 m/s2

21.

What is the rate of acceleration during the third line segment? (slope between 15 - 40 sec)

a)

0 m/s2

b)

4 m/s2

c)

6 m/s2

d)

- 4 m/s2

22.

What is the velocity during the second line segment? (10-15 sec)

a)

0 m/s

b)

60 m/s

c)

15 m/s

d)

4 m/s

23.

Which is an example of velocity?

a)

A car driving 55 miles per hour south.

b)

A bicyclist traveling 10 meters per hour.

c)

A roller coaster is traveling 10 meters per second.

d)

A rocket blasting off at 2,500 meters per second.

24.

What is happening at segment E?

a)

acceleration

b)

deceleration

c)

constant speed

d)

no motion/object at rest

25.

Is this a speed or acceleration graph?

a)

speed

b)

acceleration

26.

A helicopter flies south 200 miles in 2 hours. What is its velocity?

a)

99 mph

b)

100 mph south

c)

400 mph south

d)

297 mph south

27.
What is happening at D?
a)
Stationary
b)
Accelerating
c)
Fast steady speed; moving away from the starting position
d)
Slower steady speed; moving away from the starting position
28.
What is happening at C?
a)
Stationary
b)
Accelerating
c)
Fast steady speed; moving away from the starting position
d)
Slower steady speed; moving away from the starting position
29.
a)
b)
c)
d)
30.

What is happening at segment A?

a)

no motion/object at rest

b)

constant speed

c)

deceleration

31.

Is this a speed or acceleration graph?

a)

speed

b)

acceleration

32.

What is happening at segment B?

a)

acceleration

b)

deceleration

c)

constant speed

d)

no motion/object at rest

33.

Which of Newton's laws is shown

a)

1st law

b)

3rd law

c)

2nd law

34.

This is Newton's 3rd law

a)

True

b)

False

35.

If there is a big mass, it would need a stronger force to accelerate it. Which law does this describe?

a)

3rd law

b)

1st law

c)

2nd law

36.

When there is a change in motion?

a)

When forces are balanced

b)

When the forces are unbalanced

c)

Whe forces are equal

d)

Never

37.

Name the missing force...

a)

Frictional force

b)

Weight force

c)

Thrust

d)

Buoyant force

38.

What is the net force of this diagram?

a)

17 N, right

b)

17 N, left

c)

23 N, right

d)

12 N, up

39.

When two forces act in the same direction, how would you calculate the net force?

a)

Subtract the forces

b)

Balance the forces

c)

Add the forces

d)

Divide the forces

40.

A rightward force is applied to a dresser to accelerate it to the right across the bedroom floor.

a)
b)
c)
d)
41.
What is the net force?
a)
17 N Right
b)
3 N Right
c)
3 N Left
d)
17 N Left
42.

The words "constant speed" in a problem means

a)

the acceleration is 0 m/s2

b)

the Net Force = 0 Newtons

c)

All forces balance out

d)

all of these

43.

You are driving to a birthday party with the cake sitting in the passenger's seat. You slam on your brakes to avoid hitting a deer. This causes the cake to splatter all over your dashboard and the floor of the passenger's side. Which of Newton's Laws best explains why this happens?

a)

Newton's First Law (Inertia)

b)

Newton's Second Law (Net force = mass x acceleration)

c)

Newton's Third Law (Action/Reaction)

d)

Law of Universal Gravitation

44.

An object moving at a constant speed (has no acceleration). What can we accurately say about the forces on the object?

a)

Net Force = 0 Newtons

b)

There is definitely a force pushing it forward

c)

There is definitely a force pushing it backwards

d)

We can't accurately say anything without more information

45.

A child weighs 98 Newtons. What is the child's mass?

a)

10 kg

b)

20 kg

c)

30 kg

d)

40 kg

46.

There are two forces acting on a system. One is 30 Newtons to the right and the other is 70 Newtons also to the right. In order to put this system into equilibrium, there must also be a force of

a)

100 Newtons to the left

b)

40 Newtons to the left

c)

100 Newtons to the right

d)

40 Newtons to the right

47.

The net force on an object is 15 Newtons to the right. There are two forces acting on the object. One is 25 Newtons to the left while the other is

a)

15 Newtons to the right

b)

25 Newtons tot he right

c)

40 Newtons to the right

d)

10 Newtons to the right

48.

Tom pushes a desk across the rough floor at a constant speed. He exerts a force of 500 Newtons to the right. What is the net force on the desk?

a)

0 Newtons

b)

500 Newtons to the right

c)

500 Newtons to the left

d)

None of these

49.

A 100 Newton force acts on a kitten and a horse. Assuming the animals are of relatively normal mass for their species, which animal will accelerate more?

a)

The kitten

b)

The horse

c)

They will have the same acceleration

d)

Impossible to tell

50.

An object is in equilibrium which means all of the forces are balanced out. The speed of the object will

a)

increase

b)

decrease

c)

stay the same

d)

not enough information to say

51.
A magician pulls a tablecloth out from under dishes and glasses on a table without disturbing them.
a)
Newton's 1st Law
b)
Newton's 2nd Law
c)
Newton's 3rd Law
52.

A person who has a mass of 60 kg on Earth will have a mass of ________ when he stands on the moon.

a)

less than 60 kg

b)

60 kg

c)

more than 60 kg

d)

less or more mass on the moon it just depends on whether she has fallen into a crater or is standing on top of a hill.

53.

Model the following scenarios using free body diagrams.

a)

A softball player is sliding to the right towards the base. Ignore air resistance.

b)

You push a table to the right so that it accelerates across the bedroom floor. Ignore air resistance.

c)

A sled is pulled across snow, to the right at constant speed. Ignore air resistance.

54.

What

a)

You push a table to the right so that it accelerates across the bedroom floor. Ignore air resistance.

b)

A sled is pulled across snow, to the right at constant speed. Ignore air resistance.

c)

A football is moving up and to the right, high above the ground, after being kicked. Ignore air resistance.

55.

A downward-moving skydiver who has just opened the parachute is slowing down.

a)
b)
c)
d)
56.

Two forces are applied to a 2.0-kilogram block on a frictionless, horizontal surface, as shown in the diagram below. What is the acceleration of the block?

a)

5.0 m/s2 to the left

b)

3.0 m/s2 to the right

c)

3.0 m/s2 to the left

d)

5.0 m/s2 to the right

57.

Which of the following stays the same regardless of location?

a)
weight
b)
force
c)
mass
d)

Newtons

58.
How can you decrease the effort force needed to push a weight to the top of the ramp? 
a)
cover the surface with carpet
b)
increase the length of the ramp
c)
increase the height of the ramp
d)
decrease the length of the ramp
59.
Jeff is a landscaping contractor and lifts a rock weighing 600 pounds by wedging a board under the rock. Jeff weighs 150 pounds and puts all of his weight on the lever. How much mechanical advantage did the lever provide to Jeff in lifting the rock?
a)
0
b)
2
c)
4
d)
8
60.
Using a lever, Joe is able to lift a 10,000 N car off of the ground with a force of 1000 N. What is the mechanical advantage of the lever?
a)
1
b)
10
c)
100
d)
1000
61.
A 16 N force is applied to an object and 96 J of work is done. How far was the object moved?
a)
6 m
b)
16 m 
c)
80 m 
d)
1536 m 
62.
Elevators lift loads by employing a motor and a complex system of pulleys. If the elevator converts all the energy used to work (no heat or friction is generated), how many Joules would be required to lift a 2,500 N load 15 m? This is about five floors in a typical building.
a)
1637 J
b)
3827 J
c)
37500 J
d)
167 J
63.

This 2000 N weight is raised 1 meter by pulling 4 meters of rope. What force was required to pull the rope?
a)
500 N
b)
1000 N
c)
2000 N
d)
8000 N
64.

To lift this 2000 N weight to a height of 1 meter by hand, a mover did 2000 joules of work. Assuming the pulleys are frictionless, how much work does he do when using this block-and-tackle device?
a)
500 J
b)
1000 J
c)
2000 J
d)
4000 J
65.
A force of 15 newtons is used to push a box along the floor a distance of 3 meters.  How much work was done?
a)
3 J
b)
45 J
c)

5J

d)

150 J

66.

It took 50 joules to push a chair 5 meters across the floor. With how much force was the chair pushed?

a)
250N
b)
10N
c)

100 N

d)

0.10 N

67.

A lever is used to lift a heavy box  with an input arm of 4 meters and an output arm of 0.8 meters.  What is the mechanical advantage of the lever?

a)

5

b)

0.2

c)

3.2

d)

6

68.

Which lever will require the LEAST amount of effort force?

a)

A

b)

B

c)

C

d)

D

69.
As distance between two objects increase the pull of gravity 
a)
Increases
b)
Decreases
c)
Stays the same
70.
The force of gravity acting on an object is the object's ______.
a)
mass
b)
matter
c)
weight 
d)
friction 
71.
The amount of matter in an object is 
a)
pressure
b)
weight
c)
mass
d)
force
72.
Which of the following never changes no matter where in the universe?
a)
weight
b)
force
c)
mass
d)
pounds
73.
A person would weigh less on on the Moon than on the Earth because . . .
a)
Moon has more mass, and therefore more gravity
b)
Moon has less mass, and therefore more gravity
c)
Moon has more mass, and therefore less gravity
d)
Moon has less mass and therefore less gravity
74.
If Earth's mass was cut in half, what would happen to your mass?
a)
increase because gravitational force increases
b)
decrease because gravitational force decreases
c)
decrease because gravitational force increases
d)
nothing, mass is not affected by gravitational force
75.
If a bowling ball and a feather were dropped at the same time, in a room with no air resistance (vacuum), which object will hit the ground first?
a)
Bowling Ball
b)
Feather
c)
Both would hit at the same time
d)
Neither one would hit the ground because air is what pushing things down.
76.

The graph describes the speed of a falling object (person). What probably happened at 2 seconds?

a)

At 2 seconds the atmosphere was changed into a vacuum

b)

At 2 seconds a parachute opened

c)

At 2 seconds the object hit the ground and stopped

d)

At 2 seconds the object stopped going up, and started falling down

77.

A bowling ball and a bag of potato chips are dropped at the same time from a tall tower on Earth. What happens?

a)

Both speed up but the bag of chips is affected by the air resistance more so the bowling ball hits the ground first.

b)

Both speed up but the bowling ball is affected by the air resistance more so the bag of chips hits the ground first.

c)

Both speed up at the same rate and both hit the ground at the same time.

78.

A bowling ball and a bag of potato chips are dropped at the same time from a tall tower on the Moon. There is no air on the Moon. What happens?

a)

Both speed up but the bag of chips is not as heavy so the bowling ball hits the ground first.

b)

Both speed up but the bowling ball has more inertia (resistance to the pull of gravity) so the bag of chips hits the ground first.

c)

Both hit the surface at the same time because light and heavy objects fall at the same speed when there is no air resistance.

79.

A feather and a bowling ball are dropped from the same height in a room with air. Which object lands first?

a)

The feather

b)

The bowling ball

c)

Both land at the same time

d)
Both float away.
80.

A feather and a bowling ball are dropped from the same height in a room with no air. Which object lands first?

a)

The feather

b)

The bowling ball

c)

Both land at the same time

d)

The don't fall