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CBSE Class 10 Science Chapter 11 Electricity Worksheet with Answers
Electricity is one of the highest-scoring chapters in CBSE Class 10 Science, consistently carrying 11-13 marks in board exams. Mastery demands both conceptual clarity and numerical fluency in Ohm's law, resistance combinations, and power calculations. This printable worksheet mirrors the CBSE question-paper blueprint, offering MCQs, short and long answers, and a case-study question. Spend 90 minutes attempting all sections, then verify against the detailed answer key.
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Key takeaways
- ✓Complete worksheet covering all NCERT Class 10 Science Chapter 11 topics with 90-minute suggested time frame.
- ✓Six multiple-choice questions test conceptual clarity on Ohm's law, resistivity, and power calculations.
- ✓Five short-answer questions demand numerical problem-solving skills in series and parallel circuits.
- ✓Three long-answer HOTS questions build analytical ability for deriving formulas and comparing circuit configurations.
- ✓One case-study question mirrors the 2025 CBSE board exam pattern for applied learning.
- ✓Full answer key with step-by-step explanations ensures self-paced revision and mistake correction.
- ✓Difficulty rated Medium to Challenging; ideal for students targeting 90+ marks in board exams.
Chapter 11 Electricity: Quick Recap
Electricity explores the behaviour of electric charge in motion. Electric current (I) is the rate of flow of charge, measured in amperes. Potential difference (V) is the work done to move a unit charge between two points, measured in volts. Ohm's law states V = IR, where R is resistance in ohms. Resistance depends on material resistivity (ρ), length (l), and cross-sectional area (A) via R = ρl/A. Resistors in series add directly (R_total = R1 + R2 +...), while in parallel they follow 1/R_total = 1/R1 + 1/R2 +.... The heating effect of current is given by H = I²Rt (Joule's law). Electric power P = VI = I²R = V²/R, measured in watts. These principles underpin every numerical and conceptual question in this chapter.
- Ohm's law: V = IR (valid for constant temperature and metallic conductors)
- Resistivity (ρ): intrinsic property; low for conductors, high for insulators
- Series combination: same current, voltages add; parallel combination: same voltage, currents add
- Heating effect: H = I²Rt; used in electric heaters, irons, and fuses
- Power: rate of doing work, P = VI; kilowatt-hour (kWh) is the commercial unit of energy
Section A: Multiple Choice Questions (1 mark each)
This section tests your conceptual grasp of definitions, laws, and unit conversions. Read each question carefully and select the single best answer. Remember that Ohm's law applies only to ohmic conductors at constant temperature, and resistivity is temperature-dependent. Pay attention to units: 1 kWh = 3.6 × 10⁶ J, and 1 mA = 10⁻³ A. These MCQs are drawn from recurring CBSE board exam patterns and NCERT examples. Attempt all six questions without referring to your textbook. Each correct answer earns you 1 mark. After completion, cross-check with the answer key and note any misconceptions. Practice similar MCQs daily to build speed and accuracy for the objective section in your board exam.
- Q1. The SI unit of electric charge is (a) coulomb (b) ampere (c) volt (d) ohm
- Q2. A student passes 0.6 A of current through a conductor for 2 minutes. The charge transferred is (a) 36 C (b) 72 C (c) 1.2 C (d) 120 C
- Q3. Which of the following obeys Ohm's law? (a) LED (b) Transistor (c) Nichrome wire (d) Electrolyte
- Q4. Two resistors of 4 Ω and 6 Ω are connected in series. Their equivalent resistance is (a) 2.4 Ω (b) 5 Ω (c) 10 Ω (d) 24 Ω
- Q5. The commercial unit of electrical energy is (a) joule (b) watt (c) kilowatt-hour (d) volt-ampere
- Q6. Resistivity of a conductor increases with (a) increase in length (b) increase in area (c) increase in temperature (d) decrease in temperature
Section B: Fill in the Blanks (1 mark each)
Fill-in-the-blank questions demand precise recall of terminology and formulae. Write your answers in the space provided, using correct NCERT terminology. For instance, 'resistivity' is not the same as 'resistance', and 'potential difference' should not be confused with 'electromotive force'. Pay attention to units and standard symbols: ρ for resistivity, σ for conductivity, and R for resistance. These five statements cover fundamental definitions, laws, and relationships from Chapter 11. Avoid vague language; the answer key expects exact terms as given in NCERT Class 10 Science textbook. This section sharpens your ability to articulate concepts clearly, a skill crucial for short-answer board questions.
- Q7. The resistance of a conductor is directly proportional to its _______ and inversely proportional to its _______.
- Q8. Ohm's law states that potential difference across a conductor is _______ to the current flowing through it, provided temperature remains constant.
- Q9. In a parallel combination of resistors, the _______ across each resistor is the same.
- Q10. The heating effect of electric current is used in devices like electric _______ and _______.
- Q11. One kilowatt-hour equals _______ joules.
Section C: Match the Following & True/False (1 mark each)
Part I: Match the Following. Draw lines or write letter pairs (e.g. A-3) to link Column A concepts with their correct descriptions in Column B. Each correct match earns 0.5 marks, total 2.5 marks. Part II: True or False. Read each statement and write T or F. If false, you may optionally write a one-line correction for self-learning. This dual-format section checks whether you can distinguish between similar terms (e.g. series vs parallel properties) and identify common misconceptions (e.g. 'current is used up in a resistor'). CBSE often includes such questions in the objective section. Accuracy here signals solid foundational understanding, which is essential before tackling numerical problems.
- Match the Following: Column A — (A) Ohm, (B) Volt, (C) Ampere, (D) Watt, (E) Ohm-metre; Column B — (1) Unit of power, (2) Unit of resistivity, (3) Unit of resistance, (4) Unit of current, (5) Unit of potential difference
- True or False: Q12. In a series circuit, current is different through each resistor.
- Q13. The resistivity of an alloy is generally higher than that of its constituent metals.
- Q14. A fuse wire must have high melting point and high resistivity.
- Q15. Electric power is the rate at which electric energy is consumed.
Section D: Short Answer Questions (2 or 3 marks each)
Short-answer questions require you to explain a concept in 30-50 words or solve a numerical problem in three to four steps. Show all working clearly: write the formula, substitute values with units, and box the final answer. For theory questions, use NCERT language and include one concrete example. The CBSE marking scheme awards 1 mark for the correct formula, 1 mark for substitution, and 1 mark for the final answer with unit in numerical problems. These five questions cover Ohm's law applications, resistance calculations, series-parallel combinations, and power-energy conversions—all high-frequency topics in board exams. Allocate roughly 3 minutes per 2-mark question and 4 minutes per 3-mark question. Practice writing concise, point-form answers to save time under exam pressure.
- Q16. (2 marks) State Ohm's law. A potential difference of 12 V is applied across a resistor of 6 Ω. Calculate the current flowing through it.
- Q17. (3 marks) Define resistivity. Write its SI unit. Why do we prefer alloys over pure metals for making heating elements?
- Q18. (2 marks) Two resistors of 3 Ω and 6 Ω are connected in parallel. Find their equivalent resistance.
- Q19. (3 marks) An electric bulb is rated 100 W, 220 V. Calculate (i) its resistance and (ii) the current drawn when it operates at rated voltage.
- Q20. (3 marks) Derive the expression for the heat produced in a conductor carrying current I, having resistance R, for time t. State one practical application.
Section E: Long Answer & HOTS Questions (5 marks each)
Long-answer questions test your ability to synthesize multiple concepts, derive expressions, and apply higher-order thinking skills. Each question is worth 5 marks and should be answered in 80-120 words or through a detailed numerical solution. Structure your answer in clear steps: state the principle, draw a labelled diagram if required, write the derivation or calculation, and conclude with the result and its significance. HOTS questions often ask you to compare two scenarios (series vs parallel), explain real-life applications, or justify why a particular design is used. For numerical HOTS, you may need to combine Ohm's law, power formulae, and energy calculations in a single problem. These three questions mirror the 5-mark questions that appear in Section C of the CBSE board paper. Allocate 7-8 minutes per question and focus on step-wise logic.
- Q21. (5 marks) Derive an expression for the equivalent resistance of three resistors R₁, R₂, and R₃ connected in series. Draw a circuit diagram. If R₁ = 2 Ω, R₂ = 3 Ω, R₃ = 5 Ω are connected in series across a 10 V battery, find the current in the circuit and potential difference across each resistor.
- Q22. (5 marks) Explain the heating effect of electric current. Derive the formula H = I²Rt. Why is the heating effect undesirable in connecting wires but desirable in a heating appliance? Give two examples of each.
- Q23. (5 marks) Three resistors of 6 Ω, 3 Ω, and 2 Ω are connected in parallel. (i) Draw the circuit diagram. (ii) Calculate the equivalent resistance. (iii) If a 12 V battery is connected across the combination, find the total current and current through each resistor. (iv) Which resistor dissipates maximum power and why?
Section F: Case-Study Question (4 marks)
Case-study questions are a hallmark of the CBSE 2025 board exam pattern. A short paragraph describes a real-world scenario—such as a household electrical circuit, an electric vehicle charging station, or a laboratory experiment—followed by three or four sub-questions worth 1 mark each. Read the passage carefully, underline key data (voltages, resistances, power ratings), and apply Chapter 11 concepts to answer each sub-question. These questions test your ability to extract information, perform quick calculations, and interpret results in context. They often combine Ohm's law, series-parallel analysis, and power-energy conversions. Practising case-study questions builds exam confidence because you learn to handle unfamiliar contexts using familiar physics principles. Allocate 6-7 minutes for this section and ensure you answer all sub-parts clearly, even if one seems tricky.
- Case Study: A household has three appliances connected in parallel to a 220 V supply: a 100 W bulb, a 1000 W electric iron, and a 500 W mixer. The connecting wires have negligible resistance.
- Q24(i). (1 mark) Calculate the current drawn by the electric iron.
- Q24(ii). (1 mark) What is the resistance of the 100 W bulb when it operates at rated voltage?
- Q24(iii). (1 mark) Find the total current drawn from the supply when all three appliances operate simultaneously.
- Q24(iv). (1 mark) If the supply voltage drops to 200 V, will the power consumed by the mixer increase, decrease, or remain the same? Justify your answer in one sentence.
Complete Answer Key with Explanations
Section A Answers: (1) a — coulomb is the SI unit of charge; (2) b — Q = It = 0.6 × 120 = 72 C; (3) c — nichrome wire is an ohmic conductor; (4) c — series: R = 4 + 6 = 10 Ω; (5) c — kWh is the commercial energy unit; (6) c — resistivity of metals increases with temperature. Section B Answers: (7) length, area of cross-section; (8) directly proportional; (9) potential difference (or voltage); (10) heater, iron (or bulb, toaster); (11) 3.6 × 10⁶. Section C Answers: Match: A-3, B-5, C-4, D-1, E-2. True/False: (12) F—current is same in series; (13) T; (14) F—fuse wire must have low melting point and high resistivity; (15) T. Section D Answers: (16) Ohm's law: V = IR. I = 12/6 = 2 A. (17) Resistivity is the resistance of a unit cube of material; SI unit: Ω·m (or ohm-metre). Alloys have higher resistivity and do not oxidize easily at high temperature. (18) 1/R = 1/3 + 1/6 = 1/2, so R = 2 Ω. (19) (i) R = V²/P = 220²/100 = 484 Ω; (ii) I = P/V = 100/220 ≈ 0.45 A. (20) H = VIt = (IR)It = I²Rt (using V = IR). Application: electric fuse or electric heater.
- Section E Answers: (21) In series, R_total = 2 + 3 + 5 = 10 Ω; I = 10/10 = 1 A; V₁ = 2 V, V₂ = 3 V, V₃ = 5 V.
- (22) When current flows, collisions between electrons and ions generate heat H = I²Rt. Undesirable in wires (energy loss); desirable in heaters (useful work). Examples: connecting wires vs electric iron, room heater.
- (23) (ii) 1/R = 1/6 + 1/3 + 1/2 = 1, so R = 1 Ω. (iii) I_total = 12/1 = 12 A; I₁ = 12/6 = 2 A, I₂ = 4 A, I₃ = 6 A. (iv) 2 Ω resistor dissipates max power (P = V²/R, smallest R gives largest P).
- Section F Answers: (24i) I = 1000/220 ≈ 4.55 A. (24ii) R = V²/P = 220²/100 = 484 Ω. (24iii) I_total = (100+1000+500)/220 = 1600/220 ≈ 7.27 A. (24iv) Power will decrease because P = V²/R; if V decreases, P decreases (assuming R constant).
How to Use This Worksheet for Maximum Benefit
Print this worksheet and attempt it in one sitting under exam conditions: no textbook, no phone, strict 90-minute timer. Use a pencil so you can erase and retry if needed. Start with Section A to build confidence, then tackle Sections B and C quickly—these are knowledge-based and should take 15-20 minutes combined. Spend the bulk of your time on Sections D, E, and F: show every step, write units, and box final answers. After 90 minutes, stop and mark your work against the answer key. Award yourself honest marks using the CBSE marking scheme: 1 mark per MCQ, fill-in-the-blank, and match; 2-3 marks per short answer; 5 marks per long answer; 4 marks for the case study. Identify patterns in your mistakes—formula errors, unit mistakes, or conceptual gaps—and revise those topics from your NCERT Class 10 Science textbook. For personalised doubt-solving, photograph any tricky question and upload it to CBSETUTOR.ai, where a 24×7 AI tutor explains step-by-step solutions tailored to CBSE board exam standards. CBSETUTOR.ai offers a flat ₹999/month subscription for Classes 6-12, with a 3-day free trial, so every student can access expert help anytime, anywhere. Repeat similar worksheets weekly to master Electricity and boost your board exam score above ninety percent.
- Set a 90-minute timer and complete all sections without interruption.
- Mark your work honestly using the detailed answer key provided.
- Calculate your percentage: aim for ≥80% before moving to the next chapter.
- Revise weak areas using NCERT Class 10 Science Chapter 11 notes and solved examples.
- Upload difficult questions to CBSETUTOR.ai for instant AI-tutor explanations.
- Reattempt this worksheet after one week to measure retention and improvement.
Frequently asked questions
What is the difficulty level and suggested time for this worksheet?+
This worksheet is rated Medium to Challenging and should be completed in 90 minutes. It mirrors the CBSE board exam pattern, combining objective, short-answer, long-answer, and case-study questions to test both conceptual clarity and numerical proficiency.
How many marks does Chapter 11 Electricity carry in the CBSE Class 10 board exam?+
Electricity typically carries 11-13 marks in the CBSE Class 10 Science board exam, distributed across MCQs, short-answer questions (2-3 marks), and one long-answer or case-study question (4-5 marks). Mastering this chapter significantly boosts your overall Science score.
Which topics from NCERT Class 10 Science Chapter 11 appear most frequently in exams?+
Ohm's law, calculation of equivalent resistance in series and parallel combinations, heating effect of current, and power-energy numericals are the highest-frequency topics. Derivations of series and parallel resistance formulas and the formula H = I²Rt are also commonly asked in 5-mark questions.
How should I approach the case-study question in Section F?+
Read the passage carefully and underline numerical data such as voltage, power, and resistance values. Answer each sub-question using the relevant formula—often Ohm's law, P = VI, or R = V²/P. Show all steps clearly and write units to secure full marks under the CBSE marking scheme.
What is the correct SI unit of resistivity, and how is it different from resistance?+
The SI unit of resistivity is ohm-metre (Ω·m). Resistivity (ρ) is an intrinsic material property, while resistance (R) depends on the conductor's length, area, and material via R = ρl/A. Confusing the two is a common mistake in exams.
Why do alloys like nichrome have higher resistivity than pure metals?+
Alloys have irregular atomic structures that scatter electrons more effectively than pure metal lattices. This higher scattering increases resistivity, making alloys ideal for heating elements where controlled, high resistance is needed. They also resist oxidation at high temperatures.
How do I remember whether resistances add directly or reciprocally?+
In series, imagine resistors as hurdles in a single lane—resistances add directly (R_total = R₁ + R₂). In parallel, imagine multiple lanes—more paths mean less total resistance, so reciprocals add (1/R_total = 1/R₁ + 1/R₂). Current is same in series; voltage is same in parallel.
What are common mistakes students make in Electricity numericals?+
Forgetting to convert units (e.g. mA to A, kW to W), mixing up series and parallel formulas, omitting the unit in the final answer, and not squaring current in the formula H = I²Rt are the top errors. Always write the formula first, then substitute with units.
How is the heating effect of current used in real-life appliances?+
Electric heaters, irons, toasters, and geysers use the heating effect (H = I²Rt) by passing current through high-resistivity coils (like nichrome) that convert electrical energy into heat. Fuses also rely on this effect to melt and break the circuit during overload.
Can I use CBSETUTOR.ai to solve doubts from this worksheet?+
Yes. Photograph any question or step you find difficult and upload it to CBSETUTOR.ai. The AI tutor provides step-by-step NCERT-aligned explanations instantly. CBSETUTOR.ai costs just ₹999/month for all subjects in Classes 6-12, with a 3-day free trial to explore the platform risk-free.
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