Master Current Electricity through concept-based MCQs,
exam-style practice questions and numerical problems designed
for CBSE Class 12, NEET and JEE preparation.
NEET Physics
JEE Main
Concept MCQs
Numericals
Current Electricity Learning Path
You are here: MCQs, Practice Questions & Numericals
Practice Current Electricity the Smart Way
Reading formulas is only the first step. Real mastery comes from
applying those formulas to conceptual questions, circuit problems,
graphs and numerical situations.
This practice page is designed to move from
concept → formula → application → numerical → exam question.
What You Will Practice
- Electric current and charge flow
- Drift velocity and current density
- Ohm’s law and V-I characteristics
- Resistance and resistivity
- Temperature dependence of resistance
- Series and parallel resistor combinations
- EMF and internal resistance
- Cells in series and parallel
- Kirchhoff’s junction and loop rules
- Wheatstone bridge
- Electrical power and energy
- Mixed numerical problems
Quick Formula Revision Before the MCQs
R1 + R2 + … + Rn
1/R1 + 1/R2 + … + 1/Rn
Tip:
Before solving a numerical, identify what is given,
what is required, and which physical law connects them.
Section A — Conceptual MCQs
1. Electric current through a conductor is defined as
Electric current is the rate of flow of charge:
I = Q/t.
2. The SI unit of electric current is
3. If the charge flowing through a conductor doubles
while the time remains unchanged, the current
Since I = Q/t, doubling Q doubles I.
4. Drift velocity of electrons in a metallic conductor is generally
5. The relation between electric current and drift velocity
in a conductor is
The correct relation is
I = nAevd,
where n is the number density of charge carriers,
A is the cross-sectional area,
e is the magnitude of charge on each carrier,
and vd is the drift velocity.
6. According to Ohm’s law, for constant physical conditions
7. The slope of a V-I graph for an ohmic resistor represents
Slope = ΔV/ΔI = R.
8. Resistance of a uniform wire increases when its
R = ρL/A.
9. Resistivity is primarily a property of
10. Two identical resistors connected in parallel have
an equivalent resistance
11. In a series circuit, the same quantity through every
resistor is
12. In a parallel combination, the same quantity across
each branch is
13. The terminal voltage of a cell supplying current I is
14. Kirchhoff’s junction rule follows conservation of
15. Kirchhoff’s loop rule is based on conservation of
Section B — Higher-Level MCQs
16. A wire is stretched to twice its original length
without change in volume. Its new resistance becomes
Constant volume gives A’ = A/2 and L’ = 2L.
Therefore R’ = ρ(2L)/(A/2) = 4R.
17. A resistor of resistance R carries current I.
Its power consumption is
18. If the potential difference across a fixed resistor
is doubled, its power becomes
P = V²/R.
19. An ideal ammeter has
20. An ideal voltmeter has
21. The SI unit of resistivity is
22. For metallic conductors, resistance generally
23. A cell delivers maximum power to an external resistance when
Maximum power transfer occurs when the external resistance
equals the internal resistance.
24. If n identical cells are connected in series in the
same orientation, their ideal total emf is
25. At a junction in a steady current circuit
Section C — Numerical Practice
Numerical 1 — Electric Current
A charge of 60 C flows through a conductor in 20 s.
Find the current.
Numerical 2 — Ohm’s Law
A resistor of 10 Ω is connected across a 20 V source.
Find the current.
Numerical 3 — Series Combination
Two resistors of 4 Ω and 6 Ω are connected in series.
Find their equivalent resistance.
Numerical 4 — Parallel Combination
Two resistors of 6 Ω and 3 Ω are connected in parallel.
Find their equivalent resistance.
R = 2 Ω
Numerical 5 — Electrical Power
A 100 Ω resistor is connected to a 200 V supply.
Find the electrical power consumed.
Numerical 6 — Terminal Voltage
A cell has emf 12 V and internal resistance 1 Ω.
If it supplies 2 A current, find its terminal voltage.
High-Yield Current Electricity Concepts
| Concept | Remember | Common Trap |
|---|---|---|
| Current | I = Q/t | Confusing current with charge |
| Drift velocity | I = nAevd | Ignoring cross-sectional area |
| Ohm’s law | V = IR | Assuming every material is ohmic |
| Resistance | R = ρL/A | Confusing R with ρ |
| Series | Same current | Using parallel formula |
| Parallel | Same voltage | Adding resistances directly |
| Cell delivering current | V = ε − Ir | Using the wrong sign |
| Junction rule | ΣI = 0 | Applying loop rule at a junction |
| Loop rule | ΣΔV = 0 | Ignoring sign convention |
| Power | P = VI = I²R = V²/R | Using the wrong form for given quantities |
Common Mistakes in Current Electricity MCQs
- Do not confuse resistance with resistivity.
- Do not use series formulas for parallel circuits.
- Remember that the same current flows through series elements.
-
Remember that the same potential difference exists across
parallel branches. - For a discharging cell, terminal voltage is ε − Ir.
-
Always convert centimetres, millimetres and other units
into SI units before numerical calculations. -
Check whether a question gives power, voltage, current or
resistance before selecting P = VI, I²R or V²/R. -
In Kirchhoff problems, choose a consistent sign convention
and follow it throughout the loop.
Exam Strategy — CBSE, NEET & JEE
CBSE Class 12
Focus on definitions, derivations, circuit reasoning,
graphs, Kirchhoff’s laws, cells, resistance combinations
and numerical applications.
NEET Physics
Prioritise rapid formula recognition, circuit combinations,
power, internal resistance, drift velocity and short
calculation-based MCQs.
JEE Main & Advanced
Go beyond direct substitution. Practise multi-resistor
networks, Kirchhoff equations, non-trivial combinations,
limiting cases and multi-step numerical reasoning.
Self-Assessment Challenge
Attempt the MCQs without looking at the answers first.
Then calculate your score.
-
22–25:
Excellent — exam-ready foundation -
18–21:
Strong — revise weak concepts -
14–17:
Developing — revisit formulas and circuit concepts -
Below 14:
Return to the Theory & Formula page and practise again
Next Step: Move from Practice to PYQs
Once you can consistently solve Current Electricity MCQs,
move to previous-year questions and exam-style problems.
PYQs reveal the way concepts are actually tested under exam
conditions.
Master Current Electricity Step by Step
Learn the theory → revise formulas → solve MCQs →
practise numericals → attack PYQs.

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