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Quizziz #07: Energy, Power, Momentum & Impulse

Total questions: 50

Worksheet time: 3hrs 47mins

Name
Class
Date
1.

When a roller coaster is at the top of a hill it has

a)

high potential energy

b)

high kinetic energy

c)

low potential energy

d)

equal amounts of kinetic and potential energy

2.

A soccer player kicks a ball with 20 Newtons of force causing it to travel 100 meters. How much work is done on the ball?

a)

200 J

b)

80 J

c)

5 J

d)

2000 J

3.

Two workers use 100 N of force to move a sofa 2 meters in 2 seconds. How much power is required?

a)

100 watts

b)

400 watts

c)

104 watts

d)

50 watts

4.
If 68 W of power is produced in 18 seconds, how much work is done?
a)
1,224 J
b)
0.264 J
c)
3.77 J
d)
12.24 J
5.

A girl weighs 400 N. She runs up a flight of stairs of height 5 m in 4 seconds. Her power is:

a)

320 W

b)

400 W

c)

500 W

d)

2 000 W

6.
How much work is done in holding a 15 N sack of potatoes while waiting in line at the grocery store for 3 minutes?
a)
15 J
b)
45 J
c)
0 J
d)
5 J
7.

A force of 4.6 N moves a 2.7 kg box a distance of 3.3 m in 6.8 s. How much power is exerted?

a)

2.23 W

b)

6.03 W

c)

17.4 W

d)

278.7 W

8.
At which point is Potential Energy at its max?
a)
W
b)
X
c)
Y
d)
Z
9.
Which type of energy is represented by a rubber band. 
a)
Thermal
b)
Elastic 
c)
Gravitational 
d)
Sound 
10.

Energy of an object or a particle due to its motion.

a)

Potential

b)

Kinetic

c)

Elastic

d)

Thermal

11.

How do you solve for power?

a)

Fdt\frac{Fd}{t}

b)

Wt\frac{W}{t}

c)

Convert time into seconds.

d)

All of the above

12.

If 68 watts of power is produced in 18 seconds, how could we find work?

a)

F÷dF\div d

b)

F×dF\times d

c)

P÷tP\div t

d)

P×tP\times t

13.

You want to find the power of a light bulb and the given time is 1 hour. What must you do before entering the time into a formula?

a)

multiply the number of minutes once

b)

multiply the number of minutes twice

c)

divide the number of minutes by 60 once

d)

divide the number of minutes by 60 twice

14.

You want to find the power of a microwave. You are given the time in minutes. What must you do before entering the time into a formula?

a)

multiply the number of minutes by 60 once

b)

multiply the number of minutes by 60 twice

c)

divide the number of minutes by 60 once

d)

divide the number of minutes by 60 twice

15.

How do you solve for work? 

a)

F×dF\times d

b)

Convert distance to meters.

c)

Both F×dF\times d and P×tP\times t

d)

All of the above

16.

This seesaw is an example of a simple machine called a lever.

It helps you do work by

a)

changing the size of the force exerted

b)

changing the distance over which the force is exerted

c)

changing the direction in which the force is exerted

d)

none of the above

17.

The doorknob is an example of a simple machine known as a __________________, that makes work easier by using ___________________ to multiply a force.

a)

wedge, direction

b)

wheel and axle, distance

c)

wheel and axle, direction

d)

pulley, distance

18.

Machines are never 100% efficient because

a)

all of the input work is converted to output work by the machine

b)

some of the input work is used to overcome friction

c)

a machine will always produce more work than is exerted on it

d)

none of the above

19.

The formula to calculate power is

P = worktime\frac{work}{time}  
What is the power of a device that can perform 1500 J of work in 25 seconds?

a)

1500 watts

b)

0.016 watts

c)

60 watts

d)

37,500 watts

20.

Which point has the most potential energy?

a)

G

b)

F

c)

B

d)

A

21.

A 6kg cat misjudges a jump and falls 5 meters. How much gravitational potential energy does the cat have? (The cat is fine by the way.)

a)

294 J

b)

180000 J

c)

1225 J

d)

3920000 J

22.

A 50kg (100lb) person is running at 7m/s (about 16 mph). How much kinetic energy do they have?

a)

1225 J

b)

180000 J

c)

294 J

d)

3920000 J

23.
How much work is being done with 200 N of force over 426 meters?
a)
85,200 J
b)
45,620 J
c)
90,480 J
d)
62,329 J
24.
In which of these cases is work being done? 
a)
A student sleeps
b)
A student pushes a locked door that does not move
c)
a student carries his chair into another room
d)
A student sits on the carpet
25.

If you increase your work and decrease your time, you will have

a)

more power

b)

less power

c)

same amount of power

d)

power rating can not be determined

26.
What type of simple machine is shown here?
a)
Pulley
b)
Wheel and Axle
c)
Lever
d)
Wedge
27.
A ramp.
a)
Lever
b)
Inclined Plane
c)
Wedge
d)
Screw
28.
Energy can be _____________ or changed from one type to another.
a)
destroyed
b)
transferred
c)
created
d)
ignored
29.

The more mass an object has, the ________ kinetic energy it has.

a)

more

b)

less

c)

none of the above

d)

all of the above

30.
The faster an object moves, the ________ kinetic energy it has. 
a)
more
b)
less
c)
none of the above
d)
all of the above 
31.
What is the formula for calculating the total amount of mechanical energy?
a)
ME = KE + PE
b)
KE = ME + PE
c)
PE = KE + ME
d)
ME = 1/2 mv2
32.
Momentum is a ____________________ quantity
a)
science
b)
scalar
c)
vector
d)
energy
33.

The momentum of an object depends upon the object's ___________&_____________.

a)

size and shape

b)

mass and speed

c)

mass and veloctiy

d)

mass and energy

34.

The best definition of momentum shown below is

a)
Mass in Motion
b)
The size of an object
c)
The velocity of an object
d)
A comparison between two objects
35.
In any collision (crash) the ______ is ALWAYS constant
a)
Total Momentum
b)
total speed
c)
total Velocity
d)
Energy
36.
When two objects collide, the Pbefore is ____________ the Pafter.
a)
more than 
b)
less than 
c)
equal to
d)
unrelated to
37.

A 50 kg ball rolls east down the street at 5 m/s. Calculate the momentum of the ball. 

a)

55 kg*m/s east

b)

10 kg*m/s east

c)

250 kg*m/s east

d)

500 kg*m/s east

38.
Determine the momentum of 1000-kg car moving northward at 20 m/s......... 
a)
20000 N
b)
20000 Joules
c)
20000 Kg * m/s
d)
20000 kg * m/s north
39.

An impulse depends on

a)

weight and force

b)

force and time

c)

electric charge and time

d)

none of these

40.

An object having a pi of 30kg m/s has ended with a pf of 40 kg m/s. What impulse caused this?

a)

2kg m/s

b)

10kg m/s

c)

70kg m/s

d)

5kg m/s

41.

An object has pi of 20 kgm/s and then pf of 30 kgm/s. If it took 2s, what is the force?

a)

10N

b)

4N

c)

5N

d)

50N

42.

An object with 20kgm/s is stopped by a force of -20N, how long does it take to do this?

a)

2s

b)

1s

c)

4s

d)

5s

43.

An egg gets dropped from a height of 0.1 meters and cracks. A second egg gets dropped from the same height but this time it lands on a glass of water and does not break. In terms of force and time, the second egg must have experienced...

a)

more force, but less time

b)

less force, but more time

c)

more force, and more time

d)

less force, and less time

44.

The air bag on a car reduces the force experienced by the driver, by extending the time of impact.

a)

True

b)

False

45.

In an equation Impulse is represented with the letter...

a)

I

b)

M

c)

J

d)

P

46.

You find that an objects final momentum is 45kg m/s, and the impulse that caused this was 45kg m/s, what must have been the objects initial momentum?

a)

45kg m/s

b)

0 kg m/s

c)

22.5kg m/s

d)

need more information

47.
A biker with a mass of 75 kg moves along the path with a constant velocity of 5 m/s. What is the biker's momentum?
a)
25 m/s
b)
375 m/s
c)
25 kg m/s
d)
375 kg m/s
48.

In an elastic collision...

a)

objects bounce off each other

b)

objects stick together

c)

objects stick together for a while then separate

d)

one object flips over the other

49.

In an elastic collision...

a)

only momentum is conserved

b)

only energy is conserved

c)

both momentum and energy are conserved

d)

neither momentum nor energy are conserved

50.

In a completely inelastic collision...

a)

objects bounce off each other

b)

objects stick together

c)

objects stick together for a while then separate

d)

one object flips over the other