
Review#1
Presentation
•
Physics
•
9th - 12th Grade
•
Hard
Amanda Segovia
FREE Resource
58 Slides • 97 Questions
1
Newton's Laws of Motion

2
3
4
Multiple Choice
Unbalanced force
Balanced force
Gravitational force
Frictional force
5
Multiple Choice
Friction
Mass
Inertia
Gravity
6
Multiple Choice
all objects with mass
only objects at rest
only objects in motion
only objects whose motion is being changed
7
Multiple Choice
While you’re ice-skating with your friends, you push off from one end of the rink and slide forward. Based on Newton’s first law of motion, what is true?
You will lose your balance and fall over before you reach the middle of the ice rink.
You will continue to slide across the ice until a force makes you stop or change direction.
The force of gravity will make you keep your velocity until your friends make you stop.
The size of your ice skates will determine how quickly or slowly you travel across the ice.
8
Multiple Choice
velocity
gracitational acceleration
inertia
all of these
9
Multiple Choice
Newton
Acceleration
Momentum
Force
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Multiple Choice
F = m x a
Every action has an equal an opposite reaction
An object at rests stays, an object in motion stays in motion
Friction
11
Multiple Choice
Truck
Cat
Ant
Skateboard
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13
14
Multiple Choice
Acceleration
Mass
Weight
Force
15
Multiple Choice
Mass
Force
Acceleration
Weight
16
Multiple Choice
Force
Mass
Acceleration
Weight
17
Multiple Choice
It accelerates more
It doesn't move
You get more inertia
It decelerates
18
Multiple Choice
19
Multiple Choice
The heavy one
The light one
They are equal
There is no such thing as force
20
States that a force on an object is equal to the mass (the amount of matter in an object) times the acceleration of the force acting on it.
Equation:
Newton's Second Law of Motion
F = mass x acceleration
F = ma
F
m
a
21
Math Response
What is the force that a 873 kg dragster attains when he accelerates at an average of 45 m/s2?
22
Math Response
How much force do you exert if you push a 25 kg box at a rate of 3.5 m/s2?
23
Math Response
What is the mass of a swimmer that accelerates towards the water at 10 m/s2 and hits the water with a force of 3200 N?
24
Math Response
What is the mass of a cat that accelerates at 1.0 m/s2 after a force of 100 Newtons has hit it?
25
Math Response
If a weather balloon has a mass of 5 kg and is released with a 98 N force upward, what is the acceleration of the balloon?
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27
28
29
Multiple Choice
When a small car pushes a big truck, the truck applies an equal and opposite force on the car.
False
True
30
Multiple Choice
How is this an example of Newton’s Third law?
Only the ball is using the head
They are both exerting an equal force on each other
Only the head is pushing the ball
31
Multiple Choice
Action-reaction pairs can cause a change in motion.
True
False
32
Multiple Choice
Force always come in________
waves
triplets
pairs
33
Multiple Choice
For every action there is an equal and opposite reaction.
Every mass exerts a force on every other mass.
An object at rest tends to stay at rest.
Friction opposes the motion of an object.
34
Multiple Choice
What happens to the balloon if the air is released ?
Balloon goes right
Balloon goes up
Balloon goes down
Balloon goes left
35
Multiple Choice
A book pushes down on a table with a force of 5N, the table..
Pushes back with a force of 5N
Pushes back with a force less than 5N
Pushes back with a forcec greater than 5N
Does nothing. A table has no force.
36
Multiple Choice
Newtons 1st law
Newtons 4th law
Newtons 3rd law
Newtons 2nd law
37
Multiple Choice
Newton's 1st law
Newton's 2nd law
Newton's 3rd law
Newton's 4th law
38
Multiple Choice
What pulls a ball back to earth?
Gas
Friction
Gravity
Molecules
39
Free-Body Diagrams
By Kyle Sheahon
40
For example, friction and weight act on you at all times. To figure out how (or if) things are going to move, we need to add up all the forces acting on them.
The sum of all the forces acting on an object is called the NET FORCE.
We never feel one force at a time.
41
Free-body diagrams help us add up all the forces in order to determine the NET Force.
This helps us to predict how the object will move.
Free-Body Diagrams
42
Let's look at the forces acting on an box sitting on a table.
This box is sitting at rest.
The force of gravity is equal to the normal force.
Normal Force - the force that a surface exerts on an object that is pressing on it.
The normal force is equal and opposite to the force pressing the object into the surface.
43
The book is not moving, so the forces must be equal.
When the forces being applied to an object are equal, the object isn't moving.
This means that these are Balanced Forces.
Balanced Forces - forces that result in a net force (total force) of zero.
44
When forces are balanced, their NET force is zero. This means the object is in equilibrium.
Equilibrium - the state in which the net force on an object is zero.
If the object is not in equilibrium. The object will move!
45
Multiple Choice
Is this a balanced force?
Yes
No
46
Draw
Circle the guy who successfully pushes the box.
47
Multiple Choice
What is the NET Force?
10 N
5 N
10 N to the right.
5 N to the right.
48
Forces are not just defined by how strong they are but the direction they are moving.
Forces are vectors, which means it has both a magnitude (strength) and direction.
You will always describe a force with its strength and direction.
Vector - a quantity that has both a magnitude and direction.
49
Let's look at the forces acting on an airplane in flight.
The plane is at constant speed because the Drag force and the Thrust force are balanced.
The plane is at constant height because the Lift force and the Weight are balanced.
50
Draw
Circle the resident of Bikini Bottom who successfully pushes the box.
51
Fill in the Blanks
52
Multiple Choice
Is the rope in equilibrium?
Yes
No
Not enough info.
53
Fill in the Blanks
54
Fill in the Blanks
55
Fill in the Blanks
56
57
58
Multiple Choice
Momentum is...
rolling down a hill.
the amount of motion an object has.
the force that an object has.
the speed of an object.
59
60
Multiple Choice
The equation for momentum is?
momentum = force - mass
momentum = acceleration / mass
momentum = mass x acceleration
momentum = mass x velocity
61
Multiple Choice
Like velocity, acceleration, and force, momentum is described by its direction as well as its quantity. This Means it is a _______
scalar quantity
vector quantity
62
63
Multiple Choice
What is true about the relationship between mass and momentum.
The less mass an object has, the more momentum it will have.
The more mass an object has, the less momentum it will have.
The more mass an object has, the more momentum it will have.
Mass has nothing to do with momentum.
64
65
Multiple Choice
Even if an object has a smaller mass, it can have a larger momentum if it has a high _______.
velocity
displacement
weight
66
67
Multiple Choice
If both dogs have the same velocity, which one has the greater momentum?
The brown dog
The white dog
68
Multiple Choice
Which has more momentum: a 3.0 kg sledgehammer swung at 1.5m/s, or a 4.0 kg sledgehammer swung at 0.9 m/s?
the 3.0 kg sledgehammer
the 4.0 kg sledgehammer
69
Multiple Choice
A golf ball travels at 16 m/s while a baseball moves at 7 m/s. The mass of the golf ball is 0.045 kg and the mass of the baseball is 0.14 kg. Which has a greater momentum?
golf ball
baseball
70
Fill in the Blanks
71
Multiple Choice
How much momentum does a 5kg basketball have as it travels 10 m/s to the basket?
(p=mv)
p=10 kgm/s
p=15 kgm/s
p=50 kgm/s
p=5 kgm/s
72
Multiple Choice
Which of these two objects have more momentum as they travel to their destination?
(p=mv)
A 100 kg car traveling at 5 m/s
or
A 5 kg ping pong traveling at 1000 m/s
the 100 kg car
the 5 kg ping pong
73
Impulse
Impulse = Force x time
I = Ft
Impulse is also known as the CHANGE in the total momentum of a system.
74
Multiple Choice
What is the Impulse of a Pin applying -2 N of force to a bowling ball for 1.5 seconds?
2 Ns
2.5 Ns
-2.5 Ns
-3 Ns
75
Multiple Choice
The momentum of a bowling ball before it hits the pins is 50 kgm/s. The momentum of the ball AFTER it hits the pins is 35 kgm/s.
What is its impulse? (change in momentum)
pf-pi=pt
25 kgm/s
15 kgm/s
20 kgm/s
-15 kgm/s
76
77
78
79
80
81
82
Multiple Choice
A large moving ball collides with a small stationary ball. The momentum
of the large ball decreases, and the momentum of the small ball increases.
of the small ball decreases, and the momentum of the large ball increases.
of the large ball decreases, and the momentum of the small ball decreases.
does not change for either ball.
83
Multiple Choice
velocities will increase
velocities will decrease
velocities will stay the same
none of the above
84
Multiple Choice
Elastic
Inelastic
Explosive
Force
85
Multiple Choice
Elastic
Inelastic
Completely inelastic
none
86
Multiple Choice
The Law of Conservation of Momentum states:
The total momentum before a collision is equal to the total momentum after a collision.
The total momentum before a collision is greater than the total momentum after a collision.
The total momentum before a collision is less than the total momentum after a collision.
The total momentum before a collision is not related to the total momentum after a collision.
87
Equation:
88
Multiple Choice
The total momentum of two objects before collision is 450 kg.m/s. What will be their total momentum after collision?
0 kg.m/s
350 kg.m/s
175 kg.m/s
450 kg.m/s
89
Multiple Choice
An 1 kg object moving to the right at 2 m/s collides inelastically with a 1 kg object moving to the left at 2 m/s. The final velocity of both objects will be
0 m/s
1 m/s
2 m/s
4 m/s
90
Fill in the Blanks
91
Multiple Choice
A 10kg toy truck moves at 5m/s East. It collides head-on with a 5kg toy car moving 10 m/s moving west. What is the total momentum of the system?
0 kgm/s
30 kgm/s
50 kgm/s
10 kgm/s
92
Fill in the Blanks
93
Quantities that are a zero at (b)
Displacement
Force
Acceleration
Elastic Potential Energy
94
Simple Harmonic Motion
By Stacy King
95
Equilibrium position
resting (non moving)
balanced forces
Oscillating Motion
96
External force that alters the equilibrium position
Forced Vibration
97
A force that acts on the oscillating object to restore it back to equilibrium
Restoring Force
98
Periodic motion
The motion repeats itself over and over again in cycles.
What does the graph of position versus time look like?
Oscillation
99
Multiple Choice
Which graph do you think would represent oscillation?
100
The graph indicates the repeating cycles
Graphic Analysis of Oscillation
101
Multiple Select
MORE THAN 1 is correct.
Which of these would be considered oscillators?
102
A full cycle is one complete back and forth motion.
The period is the time it takes to complete one full cycle.
Period T is measured in seconds.
Cycles and Periods
103
Multiple Choice
What is the period of the Earths rotation?
24 hrs
48 days
24 days
48 hrs
104
Frequency is how many cycles are completed each second.
Frequency f is measured in hertz, or Hz.
Frequency
Write This Down
105
Fill in the Blanks
106
Fill in the Blanks
107
Oscillations occur in systems with stable equilibrium.
Stable systems have restoring forces that act to return them to the equilibrium position if they are displaced.
Restoring Force
108
Multiple Choice
What provides the restoring force for a simple pendulum?
Gravity
Centripetal
Friction
109
Fill in the Blanks
110
The maximum displacement of the object from equilibrium
X signifies the displacement variable and is measured in meters....
Amplitude
111
Multiple Choice
1
3
6
9
112
Equilibrium
restoring force is zero
Displacement
restoring force is toward the line of equilibrium
Force and Position
113
Kinetic- energy due to motion
Potential- energy that is stored
Total mechanical energy- energy acquired by the objects upon which work is done
Some text here about the topic of discussion.
Energy and Oscillation Pendulum
114
KE = 1/2 mv2
KE increases as the object moves toward equilibrium
Some text here about the topic of discussion.
Calculating Kinetic Energy Pendulum
115
PE= mgh
Potential energy is greatest at maximum displacement
Some text here about the topic of discussion.
Calculting Potential Energy Pendulum
116
Multiple Choice
Where does a pendulum have maximum potential energy?
at the bottom of its arc
at the end of its swing
as it rises up
as it falls
117
Fspring = -k•x
restorative Force is dependent on displacement and the springs ability to stretch (k= the springs constant)
Motion of Mass on a Spring Hooke's Law
118
Multiple Choice
A spring has a spring constant of 450 N/m. How far is the spring compressed if 150 N of force are used?
2.2 m
3m
5.0 m
0.3 m
119
Multiple Choice
When is the pendulum at maximum velocity
At its lowest point
At its highest point
It moves at a constant velocity
It is at rest
120
Multiple Choice
When does the mass move at maximum velocity in a mass-spring system?
At equilibrium
At the farthest point from the equilibrium
At its hightest point
At its lowest point
121
Multiple Select
A pendulum oscillates as shown. At which of the following positions is the potential energy equal to the total energy?
A
B
C
Not enough information
122
Multiple Choice
When does the mass move at 0 velocity in a mass-spring system?
At equilibrium
At the farthest point from the equilibrium
At its hightest point
At its lowest point
123
There are 2 categories of waves
Mechanical Waves
Require a medium
cannot travel through space
ex: sound, ocean waves
Electromagnetic Waves
Don't require medium
can travel through space
ex: light, uv rays, radio waves
124
There are 2 types of waves
Transverse Waves
travel up and down
perpendicular to flow of energy
Longitudinal Waves
Travel side to side
parallel to flow of energy
125
Transverse Waves
Know the 4 parts of the transverse wave
Crests and Troughs are used for measuring wavelength
Amplitude is how high the wave goes
126
Longitudinal Waves
Know the 2 parts of the wave
Compressions and Rarefactions are used for measuring wavelength
127
Multiple Choice
What is number 2 called?
crest
trough
wavelength
amplitude
128
Multiple Choice
What is number 3 called?
crest
trough
wavelength
amplitude
129
Measuring Wavelength
Make sure you can measure the wavelength when given a picture of a wave
Always remember you are measuring from one point to that same point later in the wave
130
Fill in the Blanks
131
Multiple Choice
If this wave was traveling at a speed of 3m/s what would be the frequency of the wave?
3 Hz
1.5 Hz
1.33 Hz
0.75Hz
132
Multiple Choice
What type of wave requires a medium?
Electromagnetic
Gamma
Mechanical
Radio
133
Calculating velocity of waves
Velocity (m/s)
Frequency (Hz)
wavelength (m)
Ex:
A tuning fork has a frequency of 120 Hz, and the wavelength of the sound produced is 4 meters. What is the velocity of the wave rounded to the nearest whole number?
134
Calculating frequency
f = Frequency (Hz)
T = Period (s)
This equation is used when you need to find frequency and all you have is time. Also can be rearranged to find period if you have the frequency by switching the f and the T in the equation
135
Fill in the Blanks
136
Fill in the Blanks
137
Fill in the Blanks
138
Fill in the Blanks
139
Electromagnetic spectrum
140
Multiple Choice
Which wave would have the highest frequency
microwaves
x-rays
blue light
Infra red
141
Wave interactions: Reflection
Reflection happens when a wave hits a surface and bounces off.
If the wave comes in at an angle, it will bounce away at that same angle
142
Wave interactions: Diffraction
Diffraction happens when a wave hits an opening or a corner and bends around the corners causing it to spread in all directions on the other side.
143
Wave interactions: Refraction
Refraction happens when a wave changes mediums causing it to change in speed and bend as a result.
144
Multiple Choice
Which of the following electromagnetic waves has the lowest frequency?
gamma ray
infrared wave
visible light wave
microwave
145
Multiple Choice
The _______________ determines the color of visible light.
wavelength (and frequency)
speed
amplitude
particles of the medium
146
Multiple Choice
always travels in a straight line
bends when it passes through water
makes the water in the glass evaporate
reflects the pencil on the water's surface
147
Multiple Choice
In the illustration, the light ray striking the object is-
absorbed
stopped
reflected
refracted
148
Multiple Choice
Reflection
Refraction
149
Multiple Choice
Reflect
Absorb
150
Multiple Choice
Reflect
Absorb
151
Multiple Choice
Reflection
Refraction
Radiation
Diffraction
152
Multiple Choice
radiation
particles
medium
space
153
Multiple Choice
Transverse
Longitudinal
154
Multiple Choice
Newtons
Meters
ouch! That hurts!
Hertz
155
Multiple Choice
The light rays that travel through water and then into air are refracted.
The light rays that travel through water and then into air are enlarged.
The light rays that travel through air and then into water are reflected.
The light rays that travel through air and then into water are reduced.
Newton's Laws of Motion

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