How Forces Affect Motion Class 9 Notes | Science Chapter 6

Short, simple notes by SciNCERT Decoder by Kuldeep S. Take g = 9.8 m/s² (or 10 m/s² for quick estimates).

These How Forces Affect Motion Class 9 Notes cover the whole of CBSE Class 9 Science Chapter 6 in easy words. First come the notes with examples, then solved numericals, important questions and MCQs. For the textbook answers, open our NCERT Solutions for this chapter. Read along with your NCERT Science textbook (also on the official NCERT website), and find more chapters on our Class 9 study material page.

Chapter in one line: things start, stop, speed up, slow down or turn only because of a net force.

How Forces Affect Motion Class 9 Notes at a Glance

  • Force is a push or a pull. Unit: newton (N).
  • Net force = the combined effect of all forces. Balanced forces: net force = 0. Unbalanced forces: net force ≠ 0, so the object accelerates.
  • Friction opposes the sliding of two surfaces in contact.
  • First law: no net force means no change in velocity (inertia).
  • Second law: F = m a.
  • Third law: forces come in equal and opposite pairs on two different objects.
Part 1: Notes with Examples

1. Force

Force is a push or a pull.

A force can start an object moving, stop it, change its speed, change its direction, or change its shape.

How Forces Affect Motion Class 9 Notes: five effects of a force
Five effects of a force.
  • Force has size (magnitude) and direction, so it is a vector. If either changes, the effect changes.
  • SI unit: newton (N). Write newton with a small n, but the symbol with a capital N.
ForceDirection
GravitationalTowards the Earth (downwards)
FrictionAgainst the sliding of the surfaces
BuoyantUpwards on an object in a liquid
NormalAway from the surface, at 90° to it
MagneticLike poles repel, unlike poles attract
ElectrostaticLike charges repel, unlike charges attract

Measuring a force

A spring balance measures force. The spring stretches more when the force is bigger. It shows weight (the pull of the Earth) or any force you pull with. A 100 g mass on your palm presses down with about 1 N.

Example: A kick starts a football moving. A bat turns a cricket ball back. Fingers squeeze a lemon and change its shape. A spring balance shows 4.9 N for a stone, so the stone’s weight is 4.9 N and its mass is 4.9 ÷ 9.8 = 0.5 kg.

2. Balanced and Unbalanced Forces

Net force is the single force that has the same effect as all the forces together.
ForcesNet force
Same directionAdd them, in that direction
Opposite directionsSubtract them, in the direction of the bigger force
Equal and oppositeZero
Balanced forces: net force = 0. The object does not change its state of motion. A resting object stays at rest, and a moving object keeps its constant velocity.
Unbalanced forces: net force ≠ 0. The object accelerates: it speeds up, slows down or turns.
Net force and tug of warSame direction10 N6 NNet force = 16 N →add the forcesOpposite, 10 N is bigger10 N6 NNet force = 4 N →subtract, go with the biggerOpposite, 10 N is bigger6 N10 NNet force = 4 N ←subtract, go with the biggerTug of war300 N300 NBalanced: net force = 0, the rope stays still300 N400 NUnbalanced: net force = 100 N towards the 400 N side
Net force for two forces, and a tug of war.
  • Balanced forces can still change shape (squeeze a sponge from both sides).
  • Equal and opposite forces at different points of an object can make it turn (a tap, a handlebar). You will study this later.
  • Many forces may act on an object, but its motion depends only on the net force.
Example: A book rests on a table. Its weight (5 N, down) and the normal force (5 N, up) are balanced, so it stays at rest. A ball dropped from a roof has only gravity acting on it (air ignored). The force is unbalanced, so the ball speeds up as it falls.

3. Friction

Friction is the force between two surfaces in contact that opposes their sliding, or their attempt to slide.
  • It is bigger on rough surfaces and smaller on smooth surfaces.
  • Pushing a heavy box: a small push does not move it, because friction balances the push. The box moves only when the push is greater than friction.
  • Why do moving things stop? Friction. To keep an object moving at constant speed on a rough floor, push with a force equal to friction.
  • Coin-stack activity: the smoother the surface, the farther the coins slide. A spring balance pulling a block gives an approximate measure of friction.
  • Thought experiment: with zero friction, a moving object would keep moving forever at constant velocity.
  • Air also gives friction, but for slow objects it is so small that we ignore it.
Forces on a box being pushedBoxPushFrictionNormal forceWeightPush < friction: box staysPush > friction: net force,box starts movingWeight = normal force: noup or down motion
Forces on a box being pushed along the floor.
Friction is usefulFriction is harmful
WhyWe can walk, grip, brake, write and hold thingsWear and tear, and energy wasted as heat
What we doIncrease it: grooves on shoes, tyre treads, grips on handlesReduce it: oil or grease (lubricants), ball bearings, polishing

When you walk, your foot pushes the ground back, and friction pushes you forward. That is why walking on wet, polished floors or ice is difficult.

Other forces on a pushed box: weight (down) and the normal force (up). They are equal and opposite, so the box does not move up or down. They act on the same object, so they are not an action–reaction pair.

Did you know? Pressing the surfaces together harder increases friction. Friction just before sliding is bigger than friction while sliding. Rolling friction is smaller than sliding friction, which is why wheels are so useful. Each extra turn of a rope around a post increases the grip a lot, which is how ships are held at a pier.
Example: You push a heavy almirah gently and it does not move, because friction is equal to your push. Push harder than the friction and it slides. Spread sand on a wet floor and walking becomes easier, because friction increases.

4. Galileo and Newton

  • Galileo (17th century): for ages people thought a force was needed to keep things moving. Galileo argued that if all resistance (friction) were removed, a body on a flat surface would move on forever.
  • Newton: named this tendency inertia and gave the three laws of motion (1687). The unit of force is named after him.

5. Newton’s First Law and Inertia

First law: An object at rest stays at rest, and an object in motion keeps moving with constant velocity, unless a net force acts on it.
  • Net force = 0 means acceleration = 0.
  • “At rest” means zero velocity. “Constant velocity” means the same speed and the same direction (a straight line).
  • A force is needed to change motion, not to keep it going.
Inertia is the tendency of an object to resist any change in its state of rest or of uniform motion. Mass measures inertia. A heavier object has more inertia.
Three types of inertiaInertia of restbus startsBus starts → passengerslurch backwardsInertia of motionbus brakesBus stops → passengerslurch forwardsInertia of directionflies offstraightString breaks → stone movesalong the tangent
Inertia of rest, motion and direction.
TypeMeaningExample
Inertia of restResists starting to movePassengers jerk backwards when a bus starts; dust flies off a beaten carpet; leaves fall when a tree is shaken
Inertia of motionResists stopping or slowingPassengers jerk forward when a bus brakes
Inertia of directionResists turningPassengers lean outwards on a curve; sparks fly off a grinding wheel in a straight line
Memory trick: Rest, Motion, Direction → “RMD”.
Example: Hold a card on a glass with a coin on top. Flick the card sharply. The card shoots away but the coin drops into the glass, because the coin’s inertia of rest keeps it in place. A cyclist who stops pedalling does not stop at once, because of inertia of motion. He slows down only because friction acts.

6. Momentum and Newton’s Second Law

Momentum (p) is mass × velocity. p = m v. Unit: kg m/s. Its direction is the direction of the velocity. A body at rest has zero momentum.
Second law: When a net force acts on an object, it accelerates in the direction of the net force. The acceleration is proportional to the net force and inversely proportional to the mass.
a = F ÷ m   or   F = m a
  • More force on the same object means more acceleration.
  • The same force on a heavier object means less acceleration.
  • 1 newton is the force that gives a 1 kg object an acceleration of 1 m/s². (1 N = 1 kg m/s²)
  • A small unit: 1 dyne = 10⁻⁵ N.
Example: An empty handcart is easy to push, but a loaded one is hard. With the same push, the loaded cart has more mass, so its acceleration is smaller. If the push is doubled, the acceleration doubles too.

Weight and mass

W = m g

Near the Earth’s surface g = 9.8 m/s². It is the same for all objects if air resistance is ignored.

MassWeight
Amount of matter in an objectGravitational force on the object
Unit: kgUnit: N
Same everywhereChanges with g (less on the Moon)

The complete form of the second law

Force is the rate of change of momentum: F = (mv − mu) ÷ t = m(v − u) ÷ t = m a. So F t = mv − mu. This form works even when mass changes, such as a rocket burning fuel.

Impulse = F × t = change in momentum. Unit: N s (= kg m/s).

Longer time means a smaller force

For the same change in momentum, F = change in momentum ÷ time. So a longer stopping time gives a smaller force.

Catching a cricket ballHands stay stillBall stops in 0.05 sv = 30 m/shandForce = 96 NPull the hands backBall stops in 0.2 sv = 30 m/shandForce = 24 Nhands move backSame ball, same speed: a longer stopping time means a smaller forceF = change in momentum ÷ time (4.8 kg m/s in 0.05 s or 0.2 s)
Pulling the hands back makes the stopping force 4 times smaller.
  • A fielder pulls the hands back while catching a fast ball.
  • Airbags and landing mats (high jump) give a longer stopping time.
  • Bubble wrap and hay protect glass in the same way.
  • A coconut hitting the ground stops in a very short time, so the force is huge and the shell breaks.

Real experiments give slightly different numbers from F = ma because of friction and measurement errors.

7. Newton’s Third Law

Third law: Whenever one object exerts a force on a second object, the second object at the same time exerts an equal and opposite force on the first.
  • Forces come in pairs (action–reaction).
  • They are equal in size, opposite in direction, and act on two different objects, so they never cancel.
  • The law works for contact forces and for magnetic, electrostatic and gravitational forces too.
Action and reaction pairsWalkingGround → foot: forwardFoot → ground: backRowing a canoeWater → canoe: forwardPaddle → water: backRocketGas → rocket: upRocket → gas: downGun and bulletGun → bullet: forwardBullet → gun: backEach pair acts on two different objects, so the two forces never cancel
Four action–reaction pairs.
SituationThe pair of forces
Climbing a coconut treeLegs push the trunk down; friction pushes you up
Jumping from a boatYou push the boat back; the boat pushes you forward
Fire hoseHose pushes water out; water pushes the hose back, so it is hard to hold
BalloonBalloon pushes air out; air pushes the balloon the other way

Equal forces, different accelerations

Since a = F ÷ m, equal forces give a small acceleration to a heavy object and a big one to a light object.

  • The Earth and a falling fruit pull each other equally. The Earth’s acceleration is far too small to notice.
  • A gun (5 kg) and its bullet (0.1 kg) feel the same force, but the bullet’s acceleration is much bigger.
  • A light compass needle moves towards a bar magnet, but the heavy magnet does not.
Balanced forcesAction–reaction pair
Act on the same objectAct on different objects
Can cancelNever cancel
Example: Push a wall and you feel it push you back with an equal force. Sit on a wheeled chair and push a table away: you roll backwards. In space, a spacecraft can change its velocity only by firing thrusters, because the expelled gas pushes it the other way.

8. Forces on a System of Objects

Two boxes (m₁, m₂) are joined by a string, and a pull F acts on the first box.

  • Internal force: the tension T in the string. It acts inside the system, so ignore it for the whole system.
  • External forces: the pull F, the weight and the normal force. Only these change the motion of the system.
a = F ÷ (m₁ + m₂)
A system of two boxesBox 2 (m₂)Box 1 (m₁)T insideF(external)SystemN₁ + N₂(m₁ + m₂) ga = F ÷ (m₁ + m₂)3 kg, 2 kg, F = 20 Na = 4 m/s², T = 8 N
Internal and external forces on a system of two boxes.

The two boxes move like one object of mass (m₁ + m₂). To find the tension, take the box behind: T = m₂ × a. The weight (m₁ + m₂)g is balanced by the normal force (N₁ + N₂), so the boxes do not move up or down.

Example: Box 1 (3 kg) is pulled with 20 N. Box 2 (2 kg) is tied behind it. Then a = 20 ÷ (3 + 2) = 4 m/s², and T = 2 × 4 = 8 N. Check on Box 1: 20 − 8 = 12 N = 3 × 4 ✓

Newton’s laws work for everyday motion, planets and stars. They need changes only near very massive objects, at speeds close to the speed of light, and at atomic sizes.

Part 2: Quick Revision

Formula Sheet

This sheet gives every key formula of the How Forces Affect Motion Class 9 Notes in one place. Revise it daily before the exam.

QuantityFormulaUnit
Net force (same direction)F₁ + F₂N
Net force (opposite)larger − smallerN
Second lawF = m aN
WeightW = m gN
Momentump = m vkg m/s
ImpulseI = F t = mv − muN s
System accelerationa = F ÷ (m₁ + m₂)m/s²
Equations of motionv = u + at; s = ut + ½at²; v² = u² + 2as

Common Mistakes

Avoid these mistakes when you revise the How Forces Affect Motion Class 9 Notes and write your answers.

  • Thinking a force is needed to keep an object moving. It is only needed to change the motion.
  • Thinking action and reaction cancel. They act on different objects.
  • Saying “bigger object, bigger force” in a collision. The forces are equal. Only the accelerations differ.
  • Writing Newton for the unit. It is newton; the symbol is N.
  • Mixing up mass (kg) and weight (N).
  • Saying friction “always opposes motion”. It opposes the sliding of surfaces, and while walking it pushes you forward.
  • Forgetting to convert grams to kg, and km/h to m/s (divide by 3.6).
Part 3: Solved Numericals

Practise these numericals from the How Forces Affect Motion Class 9 Notes. Write the formula, put in the values with units, and then give the answer.

1. Net force. Two labourers push a stalled tempo with 400 N and 350 N in the same direction. A third pushes back with 200 N. Find the net force.
(400 + 350) − 200 = 550 N forward
2. F = ma. A net force of 360 N acts on a 120 kg handcart. Find its acceleration.
a = 360 ÷ 120 = 3 m/s²
3. Force from motion. An auto-rickshaw of mass 400 kg speeds up from rest to 10 m/s in 5 s. Find the force.
a = (10 − 0) ÷ 5 = 2 m/s². F = 400 × 2 = 800 N
4. Finding mass. A force of 36 N gives an acceleration of 4 m/s². Find the mass.
m = F ÷ a = 36 ÷ 4 = 9 kg
5. Weight. Find the weight of a 50 kg student on Earth and on the Moon (g ≈ 1.6 m/s²).
On Earth: 50 × 9.8 = 490 N. On the Moon: 50 × 1.6 = 80 N. The mass stays 50 kg.
6. Momentum. Find the momentum of a 60 kg runner at 8 m/s and of a 0.16 kg cricket ball at 25 m/s.
Runner: 60 × 8 = 480 kg m/s. Ball: 0.16 × 25 = 4 kg m/s
7. Braking. A 5000 kg bus at 20 m/s stops in 10 s. Find the braking force.
a = (0 − 20) ÷ 10 = −2 m/s². F = 5000 × (−2) = −10,000 N (opposite to the motion)
8. Catching a ball. A 0.16 kg ball at 30 m/s is stopped in 0.05 s. Find the force. What if the hands move back and the stop takes 0.2 s?
F = (0.16 × 30) ÷ 0.05 = 96 N. With 0.2 s: F = 4.8 ÷ 0.2 = 24 N (4 times smaller).
9. Third law. Two skaters of 50 kg and 40 kg push each other with 60 N. Find their accelerations.
a₁ = 60 ÷ 50 = 1.2 m/s², a₂ = 60 ÷ 40 = 1.5 m/s², in opposite directions. The forces are equal, but the accelerations are not.
10. Friction and motion. A 2 kg block is pushed with 12 N on a floor with friction 4 N. Find a, and the distance in 3 s from rest.
Net force = 12 − 4 = 8 N. a = 8 ÷ 2 = 4 m/s². s = ½ × 4 × 3² = 18 m. v = 4 × 3 = 12 m/s
11. Stopping a car. A 800 kg car at 25 m/s is stopped by a constant force in 10 s. Find the force.
F = m(v − u) ÷ t = 800 × (0 − 25) ÷ 10 = −2000 N
Part 4: Important Questions with Answers

These are the most asked questions from the How Forces Affect Motion Class 9 Notes. Learn the answers in your own words. Textbook questions are solved in our NCERT Solutions.

A. Very short answer (1 mark)

  1. Define force. A push or a pull.
  2. What is the SI unit of force? Newton (N).
  3. What is the net force when two equal forces act in opposite directions? Zero.
  4. What is the unit of momentum? kg m/s.
  5. What measures the inertia of a body? Its mass.
  6. Which force helps a person to walk? Friction.
  7. Do action and reaction act on the same body? No, on two different bodies.
  8. What is the value of g near the Earth’s surface? 9.8 m/s².

B. Short answer (2–3 marks)

Q1

What is the difference between balanced and unbalanced forces?

Balanced forces have a net force of zero, so the state of motion does not change. Unbalanced forces have a non-zero net force, so the object accelerates (starts, stops, speeds up, slows down or turns).
Q2

Why does a ball rolling on the ground slowly stop?

Friction between the ball and the ground acts against its motion and slows it down. With no friction, it would roll forever at constant velocity.
Q3

Why do shoes and tyres have grooves?

Grooves and treads increase friction, so the shoe does not slip and the tyre grips the road and brakes well.
Q4

State Newton’s second law and write its formula.

When a net force acts on an object, it accelerates in the direction of the force. The acceleration is proportional to the net force and inversely proportional to the mass. F = m a.
Q5

Why does a fielder pull the hands back while catching a fast ball?

It increases the time in which the ball’s velocity becomes zero. The acceleration and the force on the hands become smaller, which prevents injury.
Q6

Action and reaction are equal and opposite. Why do they not cancel each other?

They act on two different objects. Forces cancel only when they act on the same object.

C. Long answer (5 marks)

Q1

State Newton’s third law. Explain it with rowing a canoe and a rocket launch.

Law: Whenever one object exerts a force on a second object, the second object exerts an equal and opposite force on the first at the same time.
Canoe: The paddle pushes the water backwards. The water pushes the paddle and canoe forwards with an equal force. A harder push gives a bigger forward force.
Rocket: The engine pushes hot gas downwards. The gas pushes the rocket upwards with an equal force. When this is larger than the rocket’s weight, the net force is upward and the rocket lifts off.
Q2

Describe the coin-stack activity. What does it show about friction?

Tape four coins into a stack. Stretch a rubber band to the same mark each time and release the stack on a wooden table, a laminated top and polished marble. The stack stops after some distance because friction acts against its motion. It slides farthest on marble. So friction is smaller on smoother surfaces, and then the velocity decreases more slowly. With a surface of zero friction, the stack would never stop.
Q3

Derive F = m a from the momentum form of the second law.

Let a body of mass m change velocity from u to v in time t. Initial momentum = mu, final momentum = mv. Rate of change of momentum = (mv − mu) ÷ t = m(v − u) ÷ t = m a. Force is proportional to this, so F = k m a. The newton is defined so that 1 N gives 1 kg an acceleration of 1 m/s². Putting m = 1, a = 1, F = 1 gives k = 1. So F = m a.

D. Case-based questions (4 marks)

Case 1: Airbags

In a collision, an airbag inflates and the passenger’s head pushes into it instead of hitting the hard dashboard. The time of stopping increases.

  1. Name the law used to explain this.
  2. How does a longer time change the force?
  3. What happens if the time of contact is very short?
(a) Newton’s second law (F = change in momentum ÷ time). (b) A longer time means a smaller force. (c) The force becomes very large and can cause serious injury.
Case 2: Sliding on surfaces

A stack of coins is released with the same push on a wooden table, a laminated top and polished marble. It travels the shortest distance on wood and the longest on marble.

  1. Which force stops the coins?
  2. On which surface is this force the smallest?
  3. How can a spring balance estimate this force?
(a) Friction. (b) Polished marble. (c) Pull a block on the surface with a spring balance. The reading when the block just moves, or moves at constant velocity, is approximately the friction.
Part 5: MCQs

Test yourself on the How Forces Affect Motion Class 9 Notes with these 20 MCQs. Tap Show answer after you choose.

Multiple choice questions

Q1

The SI unit of force is:

  1. joule
  2. newton
  3. watt
  4. pascal
Show answer
(b) newton.
Q2

Two forces of 8 N and 5 N act on a body in the same direction. The net force is:

  1. 3 N
  2. 13 N
  3. 40 N
  4. 0 N
Show answer
(b) 13 N. Forces in the same direction add.
Q3

A force of 8 N acts towards the right and a force of 5 N towards the left. The net force is:

  1. 3 N to the right
  2. 3 N to the left
  3. 13 N to the right
  4. zero
Show answer
(a) 3 N to the right. Subtract, and go with the bigger force.
Q4

A body is moving with constant velocity. The net force on it is:

  1. equal to its weight
  2. zero
  3. equal to its velocity
  4. increasing with time
Show answer
(b) zero. Constant velocity means zero acceleration.
Q5

Friction acts:

  1. always along the motion
  2. against the sliding of the surfaces
  3. at 90° to the surface
  4. only in liquids
Show answer
(b) against the sliding of the surfaces.
Q6

The inertia of a body depends on its:

  1. shape
  2. speed
  3. mass
  4. colour
Show answer
(c) mass. A heavier body has more inertia.
Q7

When a bus suddenly starts, the passengers fall backwards because of:

  1. inertia of rest
  2. inertia of motion
  3. inertia of direction
  4. friction
Show answer
(a) inertia of rest. The body tries to stay at rest.
Q8

The momentum of a 2 kg ball moving at 5 m/s is:

  1. 2.5 kg m/s
  2. 7 kg m/s
  3. 10 kg m/s
  4. 3 kg m/s
Show answer
(c) 10 kg m/s. p = 2 × 5.
Q9

A force of 20 N acts on a 4 kg body. Its acceleration is:

  1. 80 m/s²
  2. 5 m/s²
  3. 16 m/s²
  4. 0.2 m/s²
Show answer
(b) 5 m/s². a = 20 ÷ 4.
Q10

One newton is the force that gives a 1 kg mass an acceleration of:

  1. 1 m/s
  2. 1 m/s²
  3. 9.8 m/s²
  4. 10 m/s²
Show answer
(b) 1 m/s².
Q11

The weight of a 10 kg object (g = 9.8 m/s²) is:

  1. 10 N
  2. 98 N
  3. 9.8 N
  4. 0.98 N
Show answer
(b) 98 N. W = 10 × 9.8.
Q12

A fielder pulls the hands back while catching a ball to:

  1. increase the stopping time and reduce the force
  2. decrease the stopping time
  3. increase the force
  4. increase the ball’s mass
Show answer
(a). A longer time means a smaller force.
Q13

The action and reaction forces:

  1. act on the same object
  2. are equal and opposite and act on different objects
  3. are unequal
  4. cancel each other
Show answer
(b).
Q14

A rocket moves upwards because:

  1. the air pushes it
  2. the exhaust gas pushes it up
  3. the Earth attracts it
  4. its mass decreases only
Show answer
(b). The gas is pushed down, so the gas pushes the rocket up (third law).
Q15

Two boxes m₁ and m₂ on a smooth floor are pulled by a force F. The acceleration of the system is:

  1. F ÷ m₁
  2. F ÷ (m₁ + m₂)
  3. F × (m₁ + m₂)
  4. F ÷ m₂
Show answer
(b). The system behaves like one object of mass m₁ + m₂.
Q16

Which quantity is the same for an object on the Earth and on the Moon?

  1. weight
  2. mass
  3. g
  4. gravitational force
Show answer
(b) mass.

Assertion–Reason questions

Options: (a) A and R are true and R explains A. (b) A and R are true but R does not explain A. (c) A is true but R is false. (d) A is false but R is true.

Q17

A: A passenger lurches forward when a bus brakes. R: The body tends to continue its state of motion.

Show answer
(a). This is inertia of motion.
Q18

A: Action and reaction forces do not cancel each other. R: They act on different bodies.

Show answer
(a).
Q19

A: A heavy truck and a light car in a collision exert equal forces on each other. R: Forces come in equal and opposite pairs (third law).

Show answer
(a). The light car still gets the bigger acceleration, because a = F ÷ m.
Q20

A: Friction is always harmful. R: Friction wastes energy as heat and wears out parts.

Show answer
(d). R is true, but A is false, because friction also helps us walk, grip and brake.

Summary

A force is a push or a pull, and only a net force changes the motion of an object. Friction opposes sliding. Newton’s three laws tell us that objects keep their motion without a net force, that F = m a, and that forces come in pairs on different objects. Revise these How Forces Affect Motion Class 9 Notes with the diagrams and examples, and then solve the NCERT questions. Next, read the notes for Work, Energy and Simple Machines.

Join the SciNCERT community: want more notes like these How Forces Affect Motion Class 9 Notes? Get new notes, PYQs and CBSE updates on our WhatsApp channel and YouTube.

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