CBSE Class 11 Physics Chapter 5 Work, Energy and Power Worksheet with Answers
Work, Energy and Power forms the foundation of mechanics in CBSE Class 11 Physics. This chapter introduces scalar quantities that simplify problem-solving compared to vector force analysis. This worksheet offers structured practice across all question types found in CBSE board exams — from objective MCQs to application-based long answers. Designed for the NCERT 2025 curriculum, it reinforces the work-energy theorem, conservation principles, and real-world power calculations. Print this sheet, attempt it in 90 minutes, then verify your answers against the detailed key provided at the end.
Key takeaways
- ✓Covers all core topics from NCERT Class 11 Physics Chapter 5 including work-energy theorem, conservation of energy, power and collisions with numerical applications
- ✓35+ questions across five sections (MCQs, fill-in-blanks, matching, short answers, long answers) plus one case-study question for comprehensive practice
- ✓Complete answer key with brief explanations provided for every question to enable self-study and immediate feedback
- ✓Moderate difficulty level designed for 90-minute timed practice, mirroring CBSE Class 11 exam pattern and marking scheme
- ✓Includes numerical problems on kinetic energy, potential energy, work done by variable forces and power calculations essential for board exams
- ✓HOTS questions and case study develop analytical thinking required for competitive exams like JEE and NEET alongside CBSE boards
- ✓Print-ready worksheet format allows offline practice, helping students build exam temperament and time management skills
Quick Chapter Recap: Work, Energy and Power
- Work (scalar): W = F s cos θ; measured in joules (J); depends on force, displacement and angle between them
- Kinetic Energy: KE = ½mv²; depends on mass and velocity squared; always positive
- Potential Energy: Gravitational PE = mgh; Elastic PE = ½kx²; stored energy due to position or configuration
- Work-Energy Theorem: W_net = KE_final − KE_initial; simplifies many dynamics problems
- Conservation of Mechanical Energy: KE + PE = constant (when only conservative forces act)
- Power: P = W/t = F·v; measured in watts (W); 1 HP = 746 W
- Collisions: Elastic (KE conserved), Inelastic (KE not conserved); momentum always conserved in isolated systems
Section A: Multiple Choice Questions (1 mark each)
- **Q1.** A block of mass 2 kg is pushed 4 m across a frictionless floor by a horizontal force of 10 N. The work done by the force is:<br>(A) 20 J<br>(B) 40 J<br>(C) 80 J<br>(D) 8 J
- **Q2.** A coolie carrying a load on his head and walking on a horizontal platform does work equal to:<br>(A) Maximum<br>(B) Minimum<br>(C) Positive<br>(D) Zero
- **Q3.** The kinetic energy of a body becomes four times its initial value. The new linear momentum will be:<br>(A) Same as initial<br>(B) Twice the initial<br>(C) Four times the initial<br>(D) Eight times the initial
- **Q4.** Which of the following is not a conservative force?<br>(A) Gravitational force<br>(B) Electrostatic force<br>(C) Frictional force<br>(D) Elastic spring force
- **Q5.** A body of mass m is moving in a circle of radius r with constant speed v. The work done by the centripetal force in moving the body over half the circumference is:<br>(A) mv²/r × πr<br>(B) Zero<br>(C) mv²r<br>(D) πmv²
- **Q6.** An engine pumps 400 kg of water through a height of 10 m in 20 s. If g = 10 m/s², the power of the engine is:<br>(A) 2 kW<br>(B) 4 kW<br>(C) 20 kW<br>(D) 40 kW
Section B: Fill in the Blanks (1 mark each)
- **Q7.** The work done by a force is zero if the angle between force and displacement is ___________.
- **Q8.** The SI unit of power is ___________, which is equivalent to one joule per second.
- **Q9.** According to the work-energy theorem, the net work done on a particle is equal to the change in its ___________.
- **Q10.** A force is said to be ___________ if the work done by it in moving a body depends only on the initial and final positions and not on the path taken.
- **Q11.** In a perfectly elastic collision, both ___________ and kinetic energy are conserved.
- **Q12.** The potential energy of a spring compressed by a distance x is given by ___________.
- **Q13.** One horsepower (HP) is approximately equal to ___________ watts.
Section C: True or False (1 mark each)
- **Q14.** Work done by friction is always negative. (True/False)
- **Q15.** The total mechanical energy of a system is always conserved regardless of the forces acting. (True/False)
- **Q16.** Power is a scalar quantity. (True/False)
- **Q17.** In an inelastic collision, kinetic energy is conserved but momentum is not. (True/False)
- **Q18.** The work done by the gravitational force on a satellite moving in a circular orbit is zero. (True/False)
- **Q19.** A body can have energy without possessing momentum. (True/False)
Section D: Short Answer Questions (2-3 marks each)
- **Q20.** (2 marks) Define work. Under what condition is the work done by a force on a body zero even if the body is displaced?
- **Q21.** (2 marks) State the work-energy theorem. Give one practical example where this theorem simplifies problem solving.
- **Q22.** (3 marks) A force F = (3i + 4j) N acts on a particle and displaces it from position r₁ = (2i + 3j) m to r₂ = (4i + 6j) m. Calculate the work done by the force.
- **Q23.** (3 marks) Distinguish between conservative and non-conservative forces. Give one example of each.
- **Q24.** (3 marks) A body of mass 5 kg is moving with a velocity of 10 m/s. Calculate its kinetic energy. How much work is required to stop it completely?
Section E: Long Answer and HOTS Questions (5 marks each)
- **Q25.** (5 marks) Derive the work-energy theorem for a particle moving under the influence of a variable force. Illustrate with a diagram.
- **Q26.** (5 marks) A block of mass 2 kg slides down a frictionless incline of height 5 m. Using the principle of conservation of mechanical energy, find its velocity at the bottom. (Take g = 10 m/s²)
- **Q27.** (5 marks – HOTS) A spring of spring constant 500 N/m is compressed by 10 cm. A block of mass 0.5 kg is placed against it and released. Calculate (a) the elastic potential energy stored, (b) the maximum velocity of the block, and (c) the height to which the block rises if the track becomes vertical after release.
Case Study Question (4 marks)
Complete Answer Key with Explanations
- **A1.** (B) 40 J — W = Fs cos θ = 10 × 4 × cos 0° = 40 J (force and displacement both horizontal)
- **A2.** (D) Zero — Force (weight + load) is vertical, displacement is horizontal; cos 90° = 0, so W = 0
- **A3.** (B) Twice the initial — KE ∝ p²; if KE becomes 4×, then p becomes 2× (since p² = 2mKE)
- **A4.** (C) Frictional force — Friction is non-conservative; work depends on path and energy is dissipated as heat
- **A5.** (B) Zero — Centripetal force is always perpendicular to velocity, so work done W = F·s·cos 90° = 0
- **A6.** (A) 2 kW — Work = mgh = 400×10×10 = 40,000 J; Power = 40,000/20 = 2,000 W = 2 kW
- **A7.** 90° (or perpendicular) — When θ = 90°, cos θ = 0, hence W = 0
- **A8.** watt — The SI unit of power is the watt (W)
- **A9.** kinetic energy — W_net = ΔKE is the work-energy theorem statement
- **A10.** conservative — Conservative forces depend only on endpoints, not path
- **A11.** momentum — In elastic collisions, both momentum and KE are conserved
- **A12.** ½kx² — Elastic PE = ½ × spring constant × (compression)²
- **A13.** 746 — 1 HP ≈ 746 W
- **A14.** False — Friction can do positive work if it acts in the direction of displacement (e.g. friction on a block at rest on an accelerating truck)
- **A15.** False — Mechanical energy is conserved only when no non-conservative forces (friction, air drag) do work
- **A16.** True — Power has magnitude but no direction; it is a scalar
- **A17.** False — In any collision, momentum is conserved; KE is not conserved in inelastic collisions
- **A18.** True — Gravity acts radially inward, orbital motion is tangential; W = F·s·cos 90° = 0
- **A19.** True — A stationary body raised above ground has PE but zero momentum
How to Use This Worksheet for Maximum Benefit
- Time yourself strictly for 90 minutes to simulate board exam pressure and develop pacing skills
- Attempt all sections in order; do not skip the case study, which is now a regular CBSE pattern component
- Write full working for numerical problems even if the answer key is brief; examiners award step marks
- Review incorrect answers immediately using the explanations; note down recurring mistakes in a separate error log
- Redo the entire worksheet after one week without looking at previous answers to measure retention and improvement
- Pair this worksheet with NCERT exemplar problems and previous year CBSE question papers for comprehensive coverage
- For persistent doubts, use CBSETUTOR.ai's AI tutor to upload question photos and receive step-by-step video or text solutions 24×7
Difficulty Level, Time Allocation and Exam Relevance
- Moderate difficulty: mix of direct recall, formula application and multi-step reasoning suitable for average to above-average students
- 90-minute duration trains stamina and time management; allocate 1 min/MCQ, 3 min/short answer, 8 min/long answer
- Chapter contributes 8-10 marks in CBSE Class 11 Physics annual exam; high-yield topic for board and competitive exams
- Covers all NCERT learning outcomes: definitions, theorem derivations, numerical problem solving, and real-world applications
- Case study and HOTS questions align with the latest CBSE pattern introduced in 2020-21, now standard in all board papers
- Answer key with explanations supports self-study; no teacher required for basic doubt resolution, though guided help boosts efficiency
- Repeatable resource: attempt monthly to benchmark progress and identify weak areas before final exams
Frequently asked questions
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