Kit Library / Science / Physics

⚡ Topic Learning Kit

Newton's Laws of Motion

English 19 leveled MCQs 20 flashcards 9 games Free

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💡 Key Idea

The Three Laws That Govern All Motion

Three rules explain every push and pull.

Newton's laws form a complete framework for predicting how objects move when forces act on them.

↳ Together, the three laws let you predict motion from forces — and forces from motion.

📖 Definition

Inertia: The Resistance to Change

Why your coffee spills when the bus stops.

Inertia is not a force — it is a property of matter. Heavier objects have more inertia and are harder to start or stop.

↳ Mass is the measure of inertia: double the mass, double the resistance to change in motion.

➗ Formula

Newton's Second Law: F = ma

The equation that predicts all motion.

Acceleration is directly proportional to net force and inversely proportional to mass.

↳ F = ma is the quantitative bridge between force, mass, and acceleration.

💡 Key Idea

First Law: The Law of Inertia

No force? No change in motion.

An object continues in its current state — at rest or moving at constant velocity — unless a net external force acts on it.

↳ The First Law says motion doesn't need a cause — only a change in motion does.

💡 Key Idea

Third Law: Action and Reaction

Push something — it pushes back.

For every action force, there is an equal and opposite reaction force — but they act on different objects.

↳ Action–reaction pairs are equal and opposite but act on different objects — that's why they don't cancel.

⚠️ Common Mistake

Action–Reaction Pairs Don't Cancel

They act on different objects!

↳ Action–reaction forces never cancel because they act on different objects.

🌍 Real World

Seatbelts: First Law in Action

Your body keeps moving when the car stops.

When a car brakes suddenly, your body tends to keep moving forward due to inertia — the First Law.

↳ Seatbelts work by supplying the force your inertia won't.

✏️ Example

Rocket Propulsion: Third Law at Work

Rockets push gas down to go up.

This is why rockets work in the vacuum of space, where there is nothing to 'push against'.

↳ Rockets move by action–reaction with their exhaust, not by pushing on air.

➗ Formula

Weight vs Mass

Weight is a force; mass is not.

↳ Mass is intrinsic; weight depends on gravity — W = mg connects them.

⚙️ Process

Solving Problems with Newton's Laws

A repeatable 5-step method.

The free-body diagram is the single most important step — most errors come from missing or misdirected forces.

↳ Free-body diagram first, then ΣF = ma along each axis.

⭐ Important Fact

Newton's Laws Need Inertial Frames

Not every viewpoint works.

Newton's laws hold strictly only in inertial reference frames — frames that are not accelerating. In an accelerating frame (like a turning car), you must add 'fictitious' forces (e.g., centrifugal force) to make the laws work.

↳ Newton's laws are valid only in non-accelerating (inertial) frames.

🎯 Exam Tip

Exam Tip: Watch the Net Force

F in F = ma means net force.

↳ F = ma uses net force — sum all forces before dividing by mass.

🧠 Memory Trick

Remember the Three Laws

Lazy, Pushy, Pushy-back.

↳ Lazy, Pushy, Pushy-back — inertia, F = ma, action–reaction.

❓ Did You Know

Newton's Laws Survive Relativity

They still work — at everyday speeds.

Newton's laws break down at speeds near light speed (special relativity) and at atomic scales (quantum mechanics) — but they remain an excellent approximation for everyday objects and engineering.

↳ Newton's laws are a low-speed, large-scale approximation — still indispensable in engineering.

🛠️ Application

Where Newton's Laws Are Used

From cars to spacecraft.

↳ Newton's laws underpin safety design, sports science, aerospace, and civil engineering.

Smart notes

What you'll study, topic by topic

1

Newton's Laws of Motion

15 min

Newton's three laws of motion describe the relationship between a body and the forces acting upon it, and its motion in response to those forces. They form the foundation of classical mechanics and explain everything fro…

  • Newton's first law: an object stays at rest or in uniform motion unless acted on by a net external force.
  • Inertia is the tendency of an object to resist changes in its motion.
  • The first law implies that no force is needed to keep an object moving at constant velocity.

Full explanation, worked examples & memory tricks in the app

Leveled MCQ practice

Try the smart MCQs from this kit

All 19 questions, laddered from warm-up to topper-level, each with its answer and the reasoning behind it.

Warm-up · 8 questions

Q1. Which statement best describes Newton's first law?

Beginner
A Force equals mass times acceleration.
B Every action has an equal and opposite reaction.
C An object stays at rest or in uniform motion unless a net external force acts.
D Objects always slow down unless pushed.

Answers and explanations are in the Veda app.

Q2. What is inertia?

Beginner
A The tendency of an object to resist changes in its motion
B The speed of an object in a straight line
C The total force acting on an object
D The gravitational force on an object

Answers and explanations are in the Veda app.

Q3. A hockey puck slides across smooth ice with almost no friction. According to Newton's first law, what happens to its motion?

Beginner
A It immediately stops
B It speeds up on its own
C It keeps moving at nearly constant velocity
D It gradually slows down and stops

Answers and explanations are in the Veda app.

Q4. Which equation represents Newton's second law?

Beginner
A $v = u + at$
B $W = mg$
C $p = mv$
D $\vec{F}_{\text{net}} = m\vec{a}$

Answers and explanations are in the Veda app.

Q5. Which statement best describes Newton's third law?

Beginner
A Acceleration is inversely proportional to mass.
B An object at rest stays at rest unless a force acts.
C For every action force there is an equal and opposite reaction force.
D Force equals mass times acceleration.

Answers and explanations are in the Veda app.

Q6. What does mass measure?

Beginner
A Inertia — resistance to acceleration
B The speed of an object
C The gravitational force on an object
D The net force on an object

Answers and explanations are in the Veda app.

Q7. What is weight?

Beginner
A The net force on an object
B The gravitational force on a mass: $W = mg$
C The amount of matter in an object
D The resistance to acceleration

Answers and explanations are in the Veda app.

Q8. Newton's second law is expressed as $\vec{F}_{\text{net}} = m\vec{a}$, where force is in newtons, mass in kilograms, and acceleration in m/s².

Beginner
A True
B False

Answers and explanations are in the Veda app.

Building up · 6 questions

Q9. For a fixed mass, if the net force on an object is doubled, what happens to its acceleration?

Intermediate
A It halves
B It becomes zero
C It doubles
D It stays the same

Answers and explanations are in the Veda app.

Q10. Two people push a box in opposite directions with equal force. What is the box's acceleration?

Intermediate
A Nonzero, in the direction of the stronger push
B Zero, because the box is too heavy
C Nonzero, because each person exerts a force
D Zero, because the net force is zero

Answers and explanations are in the Veda app.

Q11. A $10\,\text{kg}$ box is pushed across a frictionless floor with a horizontal force of $30\,\text{N}$. What is its acceleration?

Intermediate
A $300\,\text{m/s}^2$
B $3\,\text{m/s}^2$
C $0.33\,\text{m/s}^2$
D $30\,\text{m/s}^2$

Answers and explanations are in the Veda app.

Q12. Why don't action–reaction pairs cancel each other out?

Intermediate
A They only occur at rest
B They are not equal in magnitude
C They act on two different objects
D They act in the same direction

Answers and explanations are in the Veda app.

Q13. In $F = ma$, which quantity should you use?

Intermediate
A Mass in kilograms
B Weight in newtons
C Mass in newtons
D Weight in kilograms

Answers and explanations are in the Veda app.

Q14. Why do seatbelts protect passengers during a sudden stop?

Intermediate
A Because the seatbelt increases the car's acceleration
B Because the seatbelt reduces the car's mass
C Because the seatbelt pushes the body backward
D Because inertia keeps the body moving forward when the car stops

Answers and explanations are in the Veda app.

Topper level · 5 questions

Q15. If friction of $10\,\text{N}$ opposes the $30\,\text{N}$ push on the $10\,\text{kg}$ box, what is the acceleration?

Advanced
A $1\,\text{m/s}^2$
B $4\,\text{m/s}^2$
C $3\,\text{m/s}^2$
D $2\,\text{m/s}^2$

Answers and explanations are in the Veda app.

Q16. A car cruises at a steady speed on a flat road. What is the net force on it?

Advanced
A Equal to the engine force
B Zero, because velocity is constant
C Equal to the weight of the car
D Equal to the friction force

Answers and explanations are in the Veda app.

Q17. A 15 kg cart is being pushed with a force of 60 N to the right, while a frictional force of 15 N opposes its motion. What is the cart's acceleration?

Advanced
A 1 m/s²
B 4 m/s²
C 5 m/s²
D 3 m/s²

Answers and explanations are in the Veda app.

Q18. A 2000 kg car is traveling at a constant speed of 20 m/s on a flat road. If the engine provides a force of 500 N, what is the total resistive force acting on the car?

Advanced
A 2000 N
B 0 N
C 500 N
D 1000 N

Answers and explanations are in the Veda app.

Q19. Two ice skaters, Skater A (mass = 50 kg) and Skater B (mass = 70 kg), push off each other. If Skater A accelerates at 2 m/s², what is the magnitude of the acceleration of Skater B?

Advanced
A 1.4 m/s²
B 1.75 m/s²
C 2 m/s²
D 1.43 m/s²

Answers and explanations are in the Veda app.

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