Back to Details S7 - Q4 - Unit 1 Review Open in Editor

S7 - Q4 - Unit 1 Review

Forces and Interactions + Critical Thinking

📚 Science 🎓 Grade 7 ⏱️ 45 minutes

Learning Objectives

  • Interpret position-time graphs to determine speed, direction, and motion patterns

  • Apply Newton's three laws of motion to explain real-world phenomena

  • Explain the relationship between magnetism and electricity, including electromagnets

  • Identify the 8 logical fallacies by name and definition

  • Detect logical fallacies in real-world scenarios

  • Apply the 3-question defense strategy to evaluate claims

Progress 8 sections
1

Section 1: Graphing Motion Review

~2 minutes

Graphing Motion Review

Position-time graphs show an object's position (y-axis) versus time (x-axis). Everything you need to know about an object's motion is encoded in the shape and slope of the line.

- The SLOPE of the line = SPEED (rise over run = change in position / change in time)
Steeper line = FASTER speed; gentle slope = slower speed
Flat horizontal line = object at REST (not moving)
Straight line = CONSTANT speed; curved line = CHANGING speed (acceleration)
Line going UP = moving AWAY from starting point; line going DOWN = moving BACK toward start
• Where two lines CROSS = two objects at the SAME POSITION at the SAME TIME

Speed Formula

speed = distance / time (s = d/t)

Example: If an object moves 30 meters in 10 seconds, speed = 30/10 = 3 m/s

📖 Key Terms: Motion

Position: an object's location relative to a reference point. Speed: the distance an object travels per unit of time. Velocity: speed in a specific direction. Acceleration: a change in speed or direction over time. Constant speed: equal distances covered in equal time intervals (straight line on a graph). At rest: no change in position over time (horizontal line on a graph).

2

Graphing Motion Questions

Question 1

On a position-time graph, what does the slope of the line represent?

Question 2

A flat horizontal line on a position-time graph means the object is moving at a constant speed.

Question 3

An object travels 60 meters in 20 seconds at constant speed. What is its speed?

Question 4

On a position-time graph, Line A is steeper than Line B. Which statement is correct?

Question 5

A curved line on a position-time graph indicates the object is accelerating.

Question 6

Two lines cross on a position-time graph at time = 5 seconds. What does this mean?

Question 7

An object moves 100 meters in 25 seconds. Its speed is ______ m/s.

Question 8

On a position-time graph, a line that slopes downward means the object is:

Question 9

Object X has a position-time graph that is a straight line going up steeply. Object Y has a curved line that starts flat and gets steeper. At the beginning of the graph, which object is moving faster?

Question 10

If a position-time graph shows a straight line with a positive slope, the object is moving at a changing speed.

3

Section 2: Forces and Newton's Laws Review

~2 minutes

Forces and Newton's Laws

What Is a Force?

A force is a push or pull on an object, measured in Newtons (N). Forces have both size and direction, making them vectors.

- Net Force: the combined effect of all forces acting on an object
Balanced forces: net force = 0, NO change in motion (object stays still or keeps moving at constant speed)
Unbalanced forces: net force is NOT 0, causes ACCELERATION (speeding up, slowing down, or changing direction)

Newton's First Law (Law of Inertia)

An object at rest stays at rest. An object in motion stays in motion at the same speed and direction. UNLESS an unbalanced force acts on it.

Inertia = resistance to change in motion. More mass = more inertia.

Newton's Second Law (F = m x a)

Force = mass times acceleration.

- More force = more acceleration
• More mass = less acceleration for the same force
• Units: Force in Newtons, mass in kg, acceleration in m/s2

Example: If a 10 kg object has a net force of 50 N, acceleration = F/m = 50/10 = 5 m/s2

Newton's Third Law (Action-Reaction)

For every action force, there is an equal and opposite reaction force. The two forces act on DIFFERENT objects.

Example: You push on a wall, the wall pushes back on you with equal force.

💡 Newton's Laws Memory Aid

1st Law: Objects are lazy (inertia). They keep doing what they are doing unless forced to change. 2nd Law: F = m x a. A bigger push makes things go faster. More mass makes things harder to move. 3rd Law: Every push gets a pushback. Action and reaction are always equal and opposite, but they act on different objects.

4

Forces and Newton's Laws Questions

Question 11

What is the unit used to measure force?

Question 12

When balanced forces act on a moving object, the object slows down and stops.

Question 13

A soccer ball is sitting on the field. A player kicks it. Which of Newton's Laws best explains why the ball starts moving?

Question 14

A 5 kg box is pushed with a net force of 20 N. What is its acceleration?

Question 15

Newton's Second Law states that Force = ______ x ______.

Question 16

When you push against a wall, the wall pushes back on you with equal force. This is an example of Newton's:

Question 17

A 2 kg ball and a 10 kg ball are pushed with the same force. Which ball will have greater acceleration?

Question 18

Newton's Third Law says that action and reaction forces act on the same object.

Question 19

Which of the following are examples of unbalanced forces? (Select all that apply)

Select all that apply.

Question 20

A net force of 30 N acts on an object, causing it to accelerate at 6 m/s2. What is the mass of the object?

Question 21

A passenger in a car lurches forward when the driver hits the brakes. Which law explains this?

Question 22

Match each scenario to the Newton's Law it best demonstrates.

A ball rolling forever on a frictionless surface
Pushing a shopping cart makes it accelerate
A swimmer pushes water backward and moves forward
A heavy truck is harder to accelerate than a bicycle
5

Section 3: Magnetism and Electricity Review

~2 minutes

Magnetism and Electricity

Magnets and Magnetic Fields

- A magnetic field is the invisible region around a magnet where magnetic force acts
• Every magnet has a North and South pole
Opposite poles ATTRACT (N-S), like poles REPEL (N-N or S-S)
• Breaking a magnet in half creates TWO complete magnets, each with N and S poles

The Discovery That Changed Everything

Hans Christian Oersted (1820) discovered that electric current creates a magnetic field. This showed electricity and magnetism are connected.

Electromagnets

An electromagnet is a coil of wire wrapped around an iron core, with electric current flowing through it.

Advantages over permanent magnets: 1. Can be turned ON and OFF 2. Strength can be adjusted by changing current or number of coils 3. Poles can be REVERSED by reversing current direction

Applications: electric motors, generators, speakers, MRI machines, maglev trains, junkyard cranes

Key discovery: Electricity produces magnetism, and magnetism can produce electricity (generators).

📖 Key Terms: Magnetism

Magnetic field: the invisible region around a magnet where magnetic force acts. Poles: the north (N) and south (S) ends of a magnet. Attract: what opposite poles do (pull toward each other). Repel: what like poles do (push away from each other). Oersted: the scientist who discovered that electric current creates a magnetic field. Electromagnet: a magnet made by running current through wire coils around an iron core. Electromagnetism: the connection between electricity and magnetism.

6

Magnetism and Electricity Questions

Question 23

What happens when two north poles of magnets are brought together?

Question 24

If you break a magnet in half, you get one piece with only a north pole and one with only a south pole.

Question 25

Which scientist discovered that electric current creates a magnetic field?

Question 26

Which of the following are advantages of electromagnets over permanent magnets? (Select all that apply)

Select all that apply.

Question 27

How can you make an electromagnet stronger?

Question 28

A student builds an electromagnet and wants to reverse its poles. What should the student do?

7

Section 4: Critical Thinking and Logical Fallacies Review

~2 minutes

Logical Fallacies Quick Reference

FallacyWhat It DoesExample
Ad HominemAttacks the person, not the argument"You failed math, so your opinion on the budget is worthless"
Straw ManDistorts the argument into an extreme version"You want less homework? So you want students to never learn anything?"
Red HerringChanges the subject to distract"Why worry about pollution when there are potholes on the roads?"
BandwagonClaims it is true because everyone does it"Everyone is buying this phone, so it must be the best"
False DilemmaPresents only two options when more exist"Either you agree with me, or you do not care about the environment"
Slippery SlopeClaims one step leads to disaster without evidence"If we allow phones in class, students will never read books again"
Appeal to AuthorityUses a famous person without relevant expertise"This celebrity says the product works, so it must"
| Circular Reasoning | Uses the conclusion as its own evidence | "This is the best school because no school is better" |

💡 3-Question Defense

When you hear a claim, ask these three questions: (1) What is the actual claim? (2) What evidence supports it? (3) Is the reasoning valid, or does it contain a fallacy? If you cannot get clear answers to all three, be skeptical.

8

Critical Thinking Questions

Question 29

Which logical fallacy presents only two options when more actually exist?

Question 30

Match each statement to the logical fallacy it demonstrates.

"You're too young to understand politics"
"Millions of people believe this, so it must be true"
"So you think we should cancel ALL sports? That is ridiculous!"
"This medicine works because it is effective"
Question 31

"If we allow students to retake one test, soon they will want to retake every assignment, and eventually no one will try on the first attempt." Which fallacy is this?

Question 32

"My favorite singer says this diet works great!" Which fallacy is this?

Question 33

"We should discuss the school dress code." "Why are we talking about clothes when the cafeteria food is so bad?" Which fallacy is this?

Question 34

A classmate says: "You want to add more vegetables to the lunch menu? I guess you want to take away everything fun and make us all miserable." Which TWO fallacies are present in this statement?

Select all that apply.

Question 35

What is the SECOND question in the 3-question defense strategy?