Want to do great on your science exam? These How Forces Affect Motion Notes Ch 6 are made just for you! We have picked out the most important bits about pushes, pulls, and Newton’s Laws so you can learn them fast.
These notes are great for a quick look before your test, but they work best if you also read your NCERT Science book.
The NCERT book is like a big map that shows you everything in detail, while these notes help you remember the big ideas. Use both together to become a science superstar!
We have also included the main learnings from the many activities of the textbook in “How Forces Affect Motion Notes Ch 6.”
Happy Learning!
The Concept of Force
Force = Push or Pull on an object
What Force Can Do
- Makes an object move from rest
- Changes the speed or direction
of a moving object - Changes the shape of an object
Properties of force
● Force has both magnitude (strength) and direction
● It is a vector quantity (like position, displacement, velocity, acceleration)
● If either magnitude, direction, or both change → the effect of force also changes
SI Unit of Force
| Property | Detail |
|---|---|
| Unit | newton |
| Written as | small ‘n’ |
| Symbol | N |
Examples of Force & Direction
| Force Type | Direction |
|---|---|
| Friction | Opposite to motion |
| Magnetic (like poles) | Repulsion |
| Magnetic (unlike poles) | Attraction |
| Electrostatic (like) | Repulsion |
| Electrostatic (unlike) | Attraction |
| Gravitational | Towards Earth (downward) |
| Buoyant | Upward (in liquids) |
Measuring the magnitude of a force
● Tool used → Spring Balance
● Weight = the gravitational force Earth exerts on an object
● A spring balance measures weight as well as any general force
● How → pull the free end → it measures that pulling force
Balanced and Unbalanced Forces
In real life, more than one force acts on an object simultaneously
![balanced and unbalanced force|[New Book] How Forces Affect Motion Notes Ch 6](https://studyless.in/wp-content/uploads/2026/04/New-Book-How-Forces-Affect-Motion-Notes-Ch-6-4.png)
Balanced Forces
- Two forces equal in magnitude
but opposite in direction - Net force = Zero
- Object does not move
Example → Tug of war where both teams pull equally → rope stays still
Unbalanced Forces
- Forces that are unequal in magnitude
- Net force ≠ Zero → object moves
Net Force Rules
| Situation | Net Force Magnitude | Direction |
|---|---|---|
| Opposite directions, unequal | Difference of the two forces | Towards the larger force |
| Same direction | Sum of the two forces | The difference between the two forces |
Real-Life Examples
| Scenario | Forces Acting |
|---|---|
| Pushing a box | Push (forward) + Friction (backward) |
| Ball floating on water | Gravity (down) + Buoyancy (up) |
| Two people pushing a stalled car | Both forces add up (same direction) |
Net force is what actually determines if and how an object moves — not individual forces alone
The Force of Friction: Often Overlooked but Always Present
What is Friction?
- A force that acts opposite to the direction of motion (or applied force)
- The acts between the bottom surface of an object and the surface it rests on
- Always present
Why Objects
Don’t Move Immediately
- When force is applied,
Friction resists the motion - Object moves only when the
applied force > the friction force- Then a net force acts → object moves
What Happens
When You Stop
Applying Force?
- Friction continues to act against motion
- The object slows down and comes to rest
Do You Need Continuous Force to Keep Moving?
Yes
👉 Force keeps an object moving; friction stops it.
Wanna study

Friction opposes motion and varies with surface type.
👉 Rough surfaces (like wood) → more friction → object stops
👉 Smooth surfaces (like marble) → less friction → object travels farther
In short,
Different surfaces → different friction → different stopping distances
How to measure friction and compare it on different surfaces.
Use Spring Balance
👉 The spring balance reading = force of friction.
👉 Higher reading → more friction → Object stops.
👉 Lower reading → less friction → Object moves farther.
Newton’s First Law of Motion
The Law (Definition):
An object at rest remains at rest, and an object in motion continues to move with a constant velocity, unless a net force acts upon the object.
Importnat Points
- If net force = 0 → object cannot begin to move or change its velocity
- If net force = 0 → acceleration = 0
- At rest = zero velocity
- Constant velocity = no change in magnitude or direction
Constant Velocity
- Motion in a straight line
- Same direction throughout
- Same speed throughout
When Net Force = 0
Two Cases:
| Object State | Position-Time Graph | Velocity-Time Graph |
|---|---|---|
| At rest | Horizontal straight line | Flat line at zero |
| Moving (constant velocity) | Straight diagonal line | Flat line at non-zero value |
![Position time graph|[New Book] How Forces Affect Motion Notes Ch 6](https://studyless.in/wp-content/uploads/2026/04/New-Book-How-Forces-Affect-Motion-Notes-Ch-6-2-1200x675.png)
Q: Applied force = Friction force on a moving box. What happens?
A: Both forces are equal & opposite → Net force = 0 → Box continues moving with constant velocity (Newton’s 1st Law)
Newton’s 1st Law covers motion with no net force
Newton’s Second Law of Motion
The Law (Definition)
When a net force acts on an object, the object accelerates in the direction of the net force. The magnitude of acceleration is proportional to the net force and inversely proportional to the mass of the object.
The Formula,
F = ma
| Symbol | Quantity | SI Unit |
|---|---|---|
| F | Force | N (newton) |
| m | Mass | kg |
| a | Acceleration | m s⁻² |
Direction of acceleration = direction of net force
Definition of 1 Newton:
Force that produces an acceleration of 1 m s⁻² on an object of mass 1 kg 1 N = 1 kg m s⁻²
Gravitational
Force
- An object falling under gravity
→ acceleration = g - F = mg
| Value | Use |
|---|---|
| g = 9.8 m s⁻² | Accurate value |
| g = 10 m s⁻² | Quick estimations |
Real-Life Example — Cricket Fielder:
● Fielder pulls hands backward while catching a fast ball
● ↑ Time to stop the ball → ↓ acceleration → ↓ force needed
● Result → less injury to the fielder
● Based on → F = ma (less a = less F)
Newton’s 2nd Law is considered a fundamental law of nature
Important:
● Acceleration increases when force increases
a ∝ F
● Acceleration decreases as mass increases
Newton’s Third Law of Motion
The Law (Definition)
Whenever one object exerts a force on a second object, the second object simultaneously exerts an equal and opposite force on the first object.
![Newton's third law of motion|[New Book] How Forces Affect Motion Notes Ch 6|[New Book] How Forces Affect Motion Notes Ch 6](https://studyless.in/wp-content/uploads/2026/04/New-Book-How-Forces-Affect-Motion-Notes-Ch-6-3-675x1200.png)
Important Points
- Forces always come in pairs
- The two forces are equal in magnitude, opposite in direction
- They act on two different objects → so they do NOT cancel each other
- Applies to all forces — contact & non-contact
Action-Reaction vs Balanced Forces
| The forces | Action-Reaction Pair | Balanced Forces |
|---|---|---|
| Act on | Two different objects | Same object |
| Cancel each other? | ❌ No | ✅ Yes |
Real-Life Examples
| Water pushes the paddle forward | Action | Reaction |
|---|---|---|
| Kicking a ball | Foot pushes ball | Ball pushes foot back |
| Climbing a tree | Legs push down on trunk | Friction pushes person up |
| Canoe paddling | Paddle pushes water back | Water pushes paddle forward |
| Rocket launch | Engine expels gas downward | The engine expels gas downward |
Chandrayaan-3 — Vikram Lander
- The engine fired in the direction of motion
- Exhaust gases pushed in the opposite direction to the motion
- → Rocket slowed down → achieved safe velocity for soft landing near Moon’s south pole
Newton’s 3rd Law explains why at least two objects are always needed for any force to exist.
Forces Acting on a System of Objects
● Newton’s laws apply to single objects as well as systems of connected objects
● Treating connected objects as a single system simplifies calculations
Internal vs External Forces
| Force Type | Definition | Example (Two boxes + string) |
|---|---|---|
| Internal | Forces within the system | Tension T between boxes |
| External | Forces from outside the system | Applied force F |
In the system approach → only external forces are considered. Internal forces cancel each other out (Newton’s 3rd Law)
Two-Box Problem (Frictionless Surface)

Setup:
Box 1 (m₁) and Box 2 (m₂) are connected by a string, and force F is applied on Box 1
- On Box 1 → F acts (right), T acts (left)
- On Box 2 → T acts (right)
System Approach
- Treat both boxes + string as one single object
- Total mass = m₁ + m₂
Formula:
- The system accelerates like a single object of mass (m₁ + m₂)
Why Use the System Approach?
- Avoids calculating forces on each object separately
- Gives the same result with much less effort
- Highlights the power of Newton’s Laws for complex systems
How should I prepare for How Forces Affect Motion for my exam?
The best way is first to read your NCERT Science book to understand the stories and activities. Then, use these How Forces Affect Motion Notes Ch 6 to quickly memorize the main points and definitions. Try to explain each law to a friend to see if you really get it!
2. How much time will it take to finish this chapter?
Since these are short notes, you can finish a quick revision in about 30 to 45 minutes. If you are reading the full textbook for the first time, it might take 2 to 3 hours to fully understand it.
3. What are the most important topics to study in How Forces Affect Motion?
Focus on these three big areas:
Newton’s Three Laws of Motion.
Balanced and Unbalanced Forces (knowing when things move and when they stay still).
Friction (how it stops things from moving)
Is this chapter 6 How Forces Affect Motion hard, easy, or moderate?
Most students find this chapter moderate. The ideas like pushing and pulling are easy, but using the formulas and understanding Newton’s Third Law (Action and Reaction) takes a little bit of extra practice.
How can I remember all the formulas? How Forces Affect Motion?
The best trick is to write the main formula, Force = mass × acceleration, on a sticky note and put it on your study desk. Also, remember the units: Force is always in newtons (N). Practicing 2 or 3 simple math problems using the formula will help it stick in your brain forever!


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