Based on detailed analysis of last 5 years' papers. Perfect for 2026 Boards prep!
| Question Example | Type/Marks | Years Repeated | Notes |
|---|---|---|---|
| Using Kirchhoff’s laws, find current in each branch of a given circuit (usually wheatstone-like unbalanced bridge or ladder network with 4–6 resistors & cells). | Long Numerical (4-5 marks) | 2021, 2022, 2023, 2024, 2025 | Repeated 5x; Assign currents → apply junction rule → loop equations → solve simultaneous equations. |
| Explain working of potentiometer. How to find emf of a cell or internal resistance of a cell using potentiometer. | Short Answer/Derivation (3 marks) | 2021 Term 2, 2022, 2023, 2024 | Repeated 4x; Null point → balancing length l1 for known E, l2 for test cell → E2/E1 = l2/l1; for r: switch on shunt, new l3 → r = R (l1-l3)/l3. |
| A battery of emf E and internal resistance r is connected to external resistance R. Find current, terminal voltage, power dissipated. Also maximum power condition. | Numerical/Short Answer (3 marks) | 2022, 2023, 2024, 2025 | Repeated 4x; I = E/(R+r), V = IR = E - Ir; P = I²R max when R = r → P_max = E²/(4r). |
| Assertion: In Wheatstone bridge, when balanced, no current flows through galvanometer. Reason: Potential difference across galvanometer becomes zero. | Assertion-Reason (1 mark) | 2023, 2024, 2025 | Repeated 3x; Both true, reason explains. |
| Resistivity of a material is ρ. How does it change with temperature? Derive temperature dependence formula (ρ = ρ₀(1+αΔT)). | Short Answer (2-3 marks) | 2021 Term 1, 2022, 2023, 2025 | Repeated 4x; Resistance R = R₀(1+αΔT) → ρ = ρ₀(1+αΔT) as length/area change negligible. |
| Meter bridge: Unknown resistance X in one gap, known R in other. Balance at l cm. Find X = R (l/(100-l)). | Short Answer (2 marks) | 2022, 2024 | Repeated 2x; Wheatstone principle: P/Q = l/(100-l) → X = R (l/(100-l)). |
| MCQ: Drift velocity vd of electrons is proportional to: (a) electric field E (b) 1/E (c) E² (d) √E | MCQ (1 mark) | 2021 Term 1, 2023, 2024 | Repeated 3x; Answer (a) vd = eEτ/m → vd ∝ E. |
| Two cells of emf E1, E2 and internal r1, r2 connected in parallel. Find equivalent emf & r. | Short Answer (3 marks) | 2023, 2025 | Repeated 2x; E_eq = (E1 r2 + E2 r1)/(r1 + r2), r_eq = r1 r2/(r1 + r2). |
| Case-based: Given circuit with cells & resistors, apply Kirchhoff’s laws or find equivalent resistance/power. | Case-Based (4 marks) | 2023, 2025 | Repeated 2x; Use loop/junction rules or symmetry for equivalent R. |
| Find power dissipated in a resistor when connected to battery with internal resistance. | Numerical (2-3 marks) | 2021 Term 2, 2024 | Repeated 2x; P = I²R = (E/(R+r))² R. |
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