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CBSE Class 9 Physics Chapter 10 Work and Energy — 20 MCQs with Answers
Multiple-choice questions form a vital part of the CBSE Class 9 Physics term exams and many school assessments. Chapter 10 Work and Energy is conceptually rich yet numerically straightforward, making it a favourite for MCQ-based testing. This page presents 20 expertly designed MCQs that cover work done by forces, kinetic and potential energy calculations, energy transformations, power ratings, and the commercial unit of energy. Each question mirrors the exact style and difficulty of recent CBSE papers, complete with step-by-step reasoning to help you learn the right approach.
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Key takeaways
- ✓Work is done only when force causes displacement in the direction of the force; perpendicular force does zero work.
- ✓Kinetic energy depends on mass and the square of velocity; doubling velocity quadruples kinetic energy.
- ✓Gravitational potential energy is relative to a chosen reference level and equals mgh above that point.
- ✓The Law of Conservation of Energy states total energy in an isolated system remains constant; energy only transforms.
- ✓Power measures the rate of doing work; one watt equals one joule per second.
- ✓One kilowatt-hour (kWh) equals 3.6 million joules and is the unit on your electricity bill.
- ✓MCQs in CBSE Class 9 Physics test concept clarity, numerical substitution, and elimination skills equally.
Work Done by a Force — Concept & Calculation MCQs
Work in physics has a precise definition that often surprises students. It is done only when a force moves an object in the direction of the force. If displacement is zero or perpendicular to the applied force, work is zero regardless of how hard you push. These MCQs test whether you understand the vector nature of work, the role of the angle between force and displacement, and the formula W = F × d × cos(θ). They also check your ability to identify situations where no work is done despite obvious effort, such as carrying a load horizontally or holding a weight stationary. Mastering these questions builds a solid foundation for energy concepts that follow.
- A man pushes a wall with 100 N force for 5 minutes but the wall does not move. Work done is: (A) 500 J (B) 3000 J (C) 0 J (D) Cannot be determined. **Answer: (C) 0 J** — No displacement means zero work, regardless of force or time.
- A coolie lifts a 20 kg bag vertically through 2 m. Work done against gravity (g=10 m/s²) is: (A) 40 J (B) 200 J (C) 400 J (D) 0 J. **Answer: (C) 400 J** — W = mgh = 20 × 10 × 2 = 400 J.
- A person walks 10 m carrying a 5 kg suitcase horizontally. Work done by the upward force on the suitcase is: (A) 50 J (B) 500 J (C) 0 J (D) 10 J. **Answer: (C) 0 J** — Force is vertical, displacement is horizontal; angle is 90°, cos(90°)=0.
- A force of 15 N acts on a body at an angle of 60° to the displacement of 4 m. Work done is: (A) 30 J (B) 60 J (C) 15 J (D) 7.5 J. **Answer: (A) 30 J** — W = 15 × 4 × cos(60°) = 15 × 4 × 0.5 = 30 J.
Kinetic Energy — Formula Application & Speed Dependency
Kinetic energy (KE) is the energy of motion, calculated as ½mv². The quadratic dependence on velocity is critical: if you double the speed of a vehicle, its kinetic energy becomes four times larger. This explains why high-speed accidents are far more destructive. These MCQs test your ability to substitute values into the formula, compare kinetic energies of objects with different masses and speeds, and understand that kinetic energy is always non-negative and scalar. You will also see questions on how kinetic energy changes when velocity or mass is altered, a favourite topic in CBSE papers for testing proportional reasoning.
- A car of mass 1000 kg moves at 20 m/s. Its kinetic energy is: (A) 10,000 J (B) 20,000 J (C) 200,000 J (D) 400,000 J. **Answer: (C) 200,000 J** — KE = ½ × 1000 × (20)² = 500 × 400 = 200,000 J.
- If the velocity of a body is doubled, its kinetic energy becomes: (A) Double (B) Four times (C) Half (D) Same. **Answer: (B) Four times** — KE ∝ v²; doubling v makes KE 2² = 4 times.
- Two bodies A and B have equal kinetic energies. Mass of A is twice that of B. The ratio of their speeds vA:vB is: (A) 1:2 (B) 2:1 (C) 1:√2 (D) √2:1. **Answer: (C) 1:√2** — Since KE same, ½mAvA² = ½mBvB²; mA=2mB gives vA² = vB²/2, so vA:vB = 1:√2.
- A bullet of mass 0.02 kg moving at 500 m/s has kinetic energy: (A) 250 J (B) 2500 J (C) 5000 J (D) 50 J. **Answer: (B) 2500 J** — KE = ½ × 0.02 × (500)² = 0.01 × 250,000 = 2500 J.
Potential Energy — Gravitational & Elastic Forms
Potential energy is stored energy due to position or state. Gravitational potential energy PE = mgh measures energy stored when an object is raised above a reference level. The choice of reference (ground, table, floor) affects the absolute value but not the change in PE. Elastic potential energy is stored in springs, rubber bands, and stretched wires. These MCQs check your understanding of the mgh formula, the concept of a reference point, and how potential energy converts to kinetic energy during free fall. Questions also test whether you can identify situations where potential energy increases or decreases, and the effect of changing height, mass, or gravitational field strength.
- A stone of mass 2 kg is kept at a height of 5 m above the ground (g=10 m/s²). Its potential energy is: (A) 10 J (B) 50 J (C) 100 J (D) 200 J. **Answer: (C) 100 J** — PE = mgh = 2 × 10 × 5 = 100 J.
- If the height of a body above the ground is doubled, its gravitational potential energy: (A) Remains same (B) Doubles (C) Becomes four times (D) Halves. **Answer: (B) Doubles** — PE = mgh; doubling h doubles PE since m and g are constant.
- A stretched spring has: (A) Kinetic energy (B) Gravitational potential energy (C) Elastic potential energy (D) No energy. **Answer: (C) Elastic potential energy** — Energy stored due to deformation is elastic potential energy.
- A body is dropped from height h. Just before hitting the ground, its potential energy is: (A) Maximum (B) Minimum (C) Same as initial (D) Cannot say. **Answer: (B) Minimum** — At ground level (reference), PE = 0 or minimum depending on reference choice.
Law of Conservation of Energy — Transformation & Application
The Law of Conservation of Energy is a foundation of physics. It states that in an isolated system, total energy remains constant; energy only transforms from one form to another. When a ball falls, gravitational PE decreases while KE increases by the same amount. At any instant, PE + KE = constant. These MCQs test your grasp of energy transformations in pendulums, free-falling objects, roller coasters, and hydroelectric plants. You must identify which forms of energy are involved, predict how energy splits between KE and PE at different points, and recognise that in real situations, some energy converts to heat and sound due to friction and air resistance.
- A ball is thrown upward. At the highest point, which is maximum? (A) KE (B) PE (C) Both equal (D) Total energy. **Answer: (B) PE** — At peak, velocity is zero so KE=0; all energy is PE; total energy remains constant throughout.
- In a hydroelectric dam, water stored at height has energy which is finally converted to: (A) Heat energy (B) Electrical energy (C) Sound energy (D) Nuclear energy. **Answer: (B) Electrical energy** — PE of water → KE of water → mechanical energy of turbine → electrical energy.
- **Assertion (A):** Total mechanical energy of a freely falling body remains constant. **Reason (R):** During free fall, PE decreases and KE increases equally. (A) Both A and R true, R explains A (B) Both true, R does not explain A (C) A true, R false (D) A false, R true. **Answer: (A)** — In absence of air resistance, PE loss = KE gain, so total mechanical energy is conserved; R correctly explains A.
- A pendulum swings in air. Its total mechanical energy: (A) Increases (B) Decreases (C) Remains constant (D) First increases then decreases. **Answer: (B) Decreases** — Air resistance and friction convert mechanical energy to heat, so total mechanical energy gradually decreases.
Power — Rate of Work & Commercial Unit of Energy
Power measures how fast work is done or energy is transferred. The formula P = W/t (power = work/time) shows that the same work done in less time requires more power. A 60 W bulb consumes 60 joules of electrical energy every second. For household electricity, we use the kilowatt-hour (kWh) because joules are too small. One kWh is the energy consumed by a 1000 W (1 kW) appliance in one hour, equal to 3.6 million joules. These MCQs test unit conversions, calculation of power from work and time, understanding of watt and kilowatt ratings, and real-life applications like electricity bills and motor ratings.
- A machine does 5000 J of work in 10 seconds. Its power is: (A) 50 W (B) 500 W (C) 5000 W (D) 50,000 W. **Answer: (B) 500 W** — Power = Work/Time = 5000/10 = 500 W.
- One kilowatt-hour (kWh) is equal to: (A) 3.6 × 10³ J (B) 3.6 × 10⁶ J (C) 3.6 × 10⁹ J (D) 1000 J. **Answer: (B) 3.6 × 10⁶ J** — 1 kWh = 1000 W × 3600 s = 3,600,000 J = 3.6 × 10⁶ J.
- A 100 W electric bulb is used for 5 hours daily. Energy consumed in 30 days in kWh is: (A) 15 kWh (B) 150 kWh (C) 1.5 kWh (D) 1500 kWh. **Answer: (A) 15 kWh** — Energy = Power × Time = 0.1 kW × (5 h/day × 30 days) = 0.1 × 150 = 15 kWh.
- The SI unit of power is: (A) Joule (B) Watt (C) Newton (D) Joule per second. **Answer: (B) Watt** — Watt is the SI unit; it equals joule per second but the named unit is watt.
How to Attempt MCQs in the CBSE Physics Paper — Smart Strategy
MCQs in CBSE Class 9 Physics reward speed and accuracy. Start by reading the question stem carefully and identifying the key physical quantity asked—work, energy, power, or a transformation. Eliminate obviously incorrect options first; often one or two choices contradict basic definitions or units. For numerical MCQs, quickly jot down the formula, substitute values, and check units. If two options are close, re-check your calculation or reasoning. For assertion-reason questions, evaluate the assertion independently, then the reason, and finally check if the reason correctly explains the assertion. Do not spend more than 45 seconds per MCQ on first attempt; mark tricky ones and return later. Practice 10-15 MCQs daily from NCERT exemplar and previous years' papers to build speed. CBSETUTOR.ai offers unlimited chapter-wise MCQ quizzes for Class 9 Physics with instant AI feedback and step-by-step solutions. Upload your doubt via photo, get personalised explanations, and track your progress—all at a flat ₹999 per month across Classes 6-12, with a 3-day free trial to start.
- Read the question twice if it involves 'NOT', 'EXCEPT', or 'INCORRECT' to avoid careless errors.
- Write down the formula before substituting; this prevents sign errors and unit mismatches.
- In assertion-reason MCQs, first decide if assertion is true, then if reason is true, then if reason explains assertion.
- Eliminate one or two obviously wrong options to improve your odds even if you guess.
- Check units in numerical answers—if the question asks for kWh and your answer is in joules, convert before choosing.
- Time management: allocate 30-45 seconds per MCQ; do not get stuck on a single hard question.
- Revise NCERT definitions and formulae the night before the exam; MCQs often test exact wording.
Frequently asked questions
What is the difference between work and energy in Class 9 Physics Chapter 10?+
Work is the process of transferring energy when a force causes displacement. Energy is the capacity to do work. Work is done on an object, increasing or decreasing its energy. Both are measured in joules, but energy is a state while work is a transfer.
Why is work done zero when we carry a bag horizontally?+
When you carry a bag horizontally, the force you apply is upward (to balance gravity), but displacement is horizontal. Since force and displacement are perpendicular, angle θ=90°, and cos(90°)=0. Hence W = F d cos(90°) = 0.
How does kinetic energy change if velocity is tripled?+
Kinetic energy KE = ½mv² is proportional to the square of velocity. If velocity is tripled, KE becomes ½m(3v)² = 9 × ½mv², so kinetic energy increases nine times.
What is gravitational potential energy and how do we calculate it?+
Gravitational potential energy is the energy stored in an object due to its height above a reference level. It is calculated as PE = mgh, where m is mass in kg, g is 10 m/s² (or 9.8 m/s²), and h is height in metres above the reference point.
Can the Law of Conservation of Energy be violated in real life?+
No, the Law of Conservation of Energy is a fundamental principle of physics. In real life, energy may seem to disappear, but it converts to heat, sound, or other forms. When accounting for all forms, total energy in an isolated system remains constant.
What is the commercial unit of energy and why do we use it instead of joules?+
The commercial unit of energy is the kilowatt-hour (kWh), used for electricity billing. One kWh equals 3.6 million joules. We use kWh because joule is too small for household energy consumption; it makes bills and meter readings practical and easy to understand.
How is power related to work and time?+
Power is the rate of doing work, defined as P = W/t (work divided by time). If the same work is done in less time, power is higher. The SI unit of power is watt (W), where 1 W = 1 J/s.
Why does a heavy vehicle moving slowly have less kinetic energy than a light vehicle moving fast?+
Kinetic energy depends on both mass and the square of velocity. A light vehicle at high speed can have much greater kinetic energy than a heavy vehicle at low speed because velocity is squared in the formula KE = ½mv², making speed far more impactful than mass.
What happens to potential energy when an object falls freely under gravity?+
When an object falls freely, gravitational potential energy decreases as height decreases. This lost potential energy converts into kinetic energy, increasing the object's speed. At any instant, the sum of PE and KE (total mechanical energy) remains constant if air resistance is negligible.
How can CBSETUTOR.ai help me practice Class 9 Physics Chapter 10 MCQs?+
CBSETUTOR.ai offers unlimited chapter-wise MCQ quizzes for CBSE Class 9 Physics with instant AI feedback. You can upload doubt photos for step-by-step solutions, track weak areas, and revise anytime. It costs just ₹999/month for all classes 6-12, with a 3-day free trial to explore the platform.
Related resources
Important Questions: CBSE Class 9 Physics Chapter 10 Work and EnergyCBSE Class 9 Physics Chapter 10 Work and Energy Worksheet with AnswersClass 9 Physics Chapter 10 Work and Energy — Formulas & Key Pointsमहत्वपूर्ण प्रश्न: CBSE कक्षा 9 भौतिकी अध्याय 10 कार्य और ऊर्जाCBSE Class 9 Mathematics Chapter 1 Number Systems — NotesCBSE Class 9 Mathematics — Number Systems: complete chapter guideClass 9 Physics Chapter 7: Motion – Complete Notes, Definitions & ExamplesCBSE Class 9 Mathematics Chapter 4 Linear Equations in Two Variables — 20 MCQs with Answers
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