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CBSE NCERT Chapter Notes

Work and Energy

Class 9 Science, Chapter 11

By Preksha InstitutePublished: 23 October 202632 min readMediumExam relevant
Science chapters11 of 15
  1. 01Matter in Our Surroundings
  2. 02Is Matter Around Us Pure
  3. 03Atoms and Molecules
  4. 04Structure of the Atom
  5. 05The Fundamental Unit of Life
  6. 06Tissues
  7. 07Diversity in Living Organisms
  8. 08Motion
  9. 09Force and Laws of Motion
  10. 10Gravitation
  11. 11Work and Energy
  12. 12Sound
  13. 13Why Do We Fall Ill
  14. 14Natural Resources
  15. 15Improvement in Food Resources
Class 9

Science

Chapter 11 of 15

  1. 01Matter in Our Surroundings
  2. 02Is Matter Around Us Pure
  3. 03Atoms and Molecules
  4. 04Structure of the Atom
  5. 05The Fundamental Unit of Life
  6. 06Tissues
  7. 07Diversity in Living Organisms
  8. 08Motion
  9. 09Force and Laws of Motion
  10. 10Gravitation
  11. 11Work and Energy
  12. 12Sound
  13. 13Why Do We Fall Ill
  14. 14Natural Resources
  15. 15Improvement in Food Resources
View subject overview
Home›Resources›class 9›science›work and energy
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Class 9ScienceChapter 11Preksha • Deep Concept Revision

Work and Energy

Concept-first revision with scientific reasoning, everyday links, diagrams, worked examples and exam-focused practice.

Chapter Snapshot

  • Mechanical work requires force and displacement with a component in the force direction.
  • Work can be positive, negative or zero.
  • Kinetic energy depends on mass and square of speed.
  • Gravitational potential energy near Earth is mgh.
  • Energy changes form while total energy is conserved in an isolated system.
  • Power measures the rate of doing work or transferring energy.

What You Will Learn

  • ✓Define work scientifically
  • ✓Recognise positive negative and zero work
  • ✓Calculate kinetic and gravitational potential energy
  • ✓Explain conservation of energy
  • ✓Define power and use SI units
  • ✓Relate joules watts and kilowatt-hours
Exam PriorityBoardsVery HighFoundationVery High

Why This Chapter Matters

Reading for three hours may feel like hard work, but physics uses the word work more narrowly. If an object does not move in the direction of force, mechanical work on that object may be zero. Once work is defined precisely, energy becomes the capacity for change and power tells how quickly energy is transferred. The chapter's deepest idea is conservation: energy changes form rather than disappearing.

Bridge from Earlier Learning

  • Force
  • Displacement
  • Velocity
  • Gravitation
  • Basic algebra and squares

These ideas are reused and deepened in this chapter.

1. Scientific Meaning of Work

Start with the Core Idea

For a constant force acting along displacement, work equals force multiplied by displacement. Same-direction force gives positive work; opposite direction gives negative work. With no displacement, or with force perpendicular to displacement, work by that force is zero. Holding a bag is tiring biologically but does zero mechanical work on the stationary bag.

2. Energy

Energy is the capacity of a system to do work or bring about change. Mechanical energy appears mainly as kinetic energy of motion and potential energy due to position or configuration. Energy has the same SI unit as work: joule.

3. Kinetic Energy

A moving object can do work by transferring motion. Using Newton's second law and equations of motion, the work needed to accelerate a mass from rest to speed v is 1/2 mv². Because speed is squared, doubling speed quadruples kinetic energy if mass stays constant.

4. Gravitational Potential Energy

Lifting a mass against gravity requires work. Near Earth's surface, lifting mass m through height h increases gravitational potential energy by mgh. The zero level is chosen for convenience; physically meaningful predictions depend on changes in potential energy.

5. Conservation of Energy

A falling object starts with more gravitational potential energy and less kinetic energy. As it falls, potential energy decreases while kinetic energy increases. Ignoring air resistance, total mechanical energy remains constant. In real situations some mechanical energy becomes thermal or sound energy, but total energy is conserved when all forms are included.

6. Power

Two machines may do the same work in different times. The faster one has greater power. Power is work done or energy transferred per unit time. One watt is one joule per second. Power ratings therefore describe rate, not total energy used.

7. Kilowatt-Hour

The joule is small for household electrical energy. One kilowatt-hour is the energy transferred by a 1 kW device operating for one hour. It is an energy unit, not a power unit. It equals 3.6 × 10⁶ J.

8. Choosing the Right Energy Idea

Speed change suggests kinetic energy, height change suggests gravitational potential energy, and time rate suggests power. In conservation questions, define the system and compare energy forms before and after instead of stacking formulas without a physical story.

Visualise the Concept

Energy changes form; conservation means total energy does not vanish.

Formula / Relationship Sheet

Formula / Key Relations

Work along force

W=FsW=FsW=Fs

For force parallel to displacement.

Kinetic energy

KE=12mv2KE=\frac12mv^2KE=21​mv2

Depends on square of speed.

Gravitational potential energy

PE=mghPE=mghPE=mgh

Near Earth surface.

Power

P=Wt=EtP=\frac{W}{t}=\frac{E}{t}P=tW​=tE​

Rate of work or energy transfer.

Commercial energy unit

1 kWh=3.6×106 J1\text{ kWh}=3.6\times10^6\text{ J}1 kWh=3.6×106 J

Kilowatt-hour is energy.

Worked Examples & Scientific Reasoning

Work
Question
A 20 N force moves an object 5 m in its direction.
Solution
W=Fs=20(5)=100 JW=Fs=20(5)=100\text{ J}W=Fs=20(5)=100 J
Kinetic energy
Question
Find KE of 2 kg object moving at 3 m/s.
Solution
KE=12(2)(32)=9 JKE=\frac12(2)(3^2)=9\text{ J}KE=21​(2)(32)=9 J
Potential energy
Question
Find PE gained by 5 kg lifted 4 m with g=9.8 m/s\u00b2.
Solution
PE=5(9.8)(4)=196 JPE=5(9.8)(4)=196\text{ J}PE=5(9.8)(4)=196 J
Power
Question
A machine does 6000 J work in 20 s.
Solution
P=600020=300 WP=\frac{6000}{20}=300\text{ W}P=206000​=300 W

Observe Like a Scientist

Energy Story of a Ball

Aim

Use a simple observation to test or visualise the central idea.

Method

Hold a soft ball at shoulder height and let it fall onto a clear floor area. Describe the sequence of energy forms before, during and after impact. Keep away from people and fragile objects.

What to Record

Write what you observe first, then explain it using the chapter concept.

Exam Thinking Strategy

Exam Point:

Ask whether force causes displacement, then identify which energy form changes. Use conservation before adding unnecessary formulas.

Common Mistakes

Common Mistake

Mistake: A force always does work.

Correct idea: Work also requires displacement with a component along the force.

Common Mistake

Mistake: Kilowatt-hour is a unit of power.

Correct idea: It is a unit of energy.

Common Mistake

Mistake: If mechanical energy decreases, energy has been destroyed.

Correct idea: It may have transformed into thermal, sound or other forms.

Key Terms

WorkEnergyKinetic EnergyPotential EnergyConservation of EnergyPowerJouleWattKilowatt-hour

Quick Revision

Quick Revision

  • Mechanical work requires force and displacement with a component in the force direction.
  • Work can be positive, negative or zero.
  • Kinetic energy depends on mass and square of speed.
  • Gravitational potential energy near Earth is mgh.
  • Energy changes form while total energy is conserved in an isolated system.
  • Power measures the rate of doing work or transferring energy.
  • Revise the explanation behind each definition or formula, not only the wording.

Focused Practice

Q1MCQModerateClass 9

SI unit of power?

View Solution

Watt

Q2ShortModerateClass 9

When is work zero even if force acts?

View Solution

When displacement is zero or perpendicular to the force.

Q3NumericalModerateClass 9

Find KE of 4 kg mass moving at 5 m/s.

View Solution

50 J

Q4NumericalModerateClass 9

A 100 W device operates for 10 s. Energy transferred?

View Solution

1000 J

Q5HOTSModerateClass 9

Why does doubling speed quadruple kinetic energy?

View Solution

Because KE is proportional to v².

Q6Long AnswerModerateClass 9

Explain conservation of energy for a freely falling object.

View Solution

Potential energy decreases while kinetic energy increases; ignoring resistance, their sum remains constant.

Final Chapter Summary

Chapter Summary

  • Mechanical work requires force and displacement with a component in the force direction.
  • Work can be positive, negative or zero.
  • Kinetic energy depends on mass and square of speed.
  • Gravitational potential energy near Earth is mgh.
  • Energy changes form while total energy is conserved in an isolated system.
  • Power measures the rate of doing work or transferring energy.
  • A strong answer explains the mechanism or reason, then uses the correct scientific term, relation or example.

Related Chapters

Gravitation
Sound
Previous chapterGravitationNext chapterSound
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