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Playbook

Electromagnetic Induction

119 q - 2.92/paper - 9% HARD. Faraday and Lenz have never produced a HARD question; motional EMF is the only expensive page.

Questions in the bank
119
q/paper (2024–25 papers)
2.92
Tagged HARD
9%
Subtopics
4

Strand: Quick-Win

When you’ll see it

A changing flux through a coil, a rod moving across a field, a rotating coil or rod, self or mutual inductance, or energy stored in an inductor.

How this chapter is tested

119 q at 2.92 a paper, 9% HARD — the second-best return on the paper after Semiconductor Devices. Faraday's and Lenz's Laws (22 q) have never produced a HARD question: e = −N dΦ/dt, and the charge that flows is ΔΦ/R, independent of how fast the flux changed.

The biggest page is Self-Inductance, Energy Stored, and LR Circuit (43 q, 9%): e = −L dI/dt, U = ½LI², and the LR growth curve I = I₀(1 − e^(−t/τ)) with τ = L/R. Mutual inductance and the transformer (35 q, 9%) is the same law between two coils.

Motional EMF and Rotating Conductors (19 q, 21%) is the one expensive page: e = Blv for a sliding rod, e = ½Bωl² for a rod rotating about one end, and e₀ = NBAω for a rotating coil. Using the rotating-coil formula for a coil that only translates is the classic slip.

The sub-skills

The distinct skills inside the chapter, in the order to learn them.

  • Faraday and Lenz

    e = −N dΦ/dt. Charge through the circuit = NΔΦ/R. The induced current opposes the change.

  • Self-inductance and energy

    e = −L dI/dt, U = ½LI², τ = L/R.

  • Mutual inductance

    e₂ = −M dI₁/dt. For coaxial solenoids M = μ₀n₁n₂Al.

  • Motional EMF

    Sliding rod e = Blv; rod rotating about an end e = ½Bωl²; coil e₀ = NBAω.

Traps to expect

Distractor shapes this chapter reuses. The Traps page covers the patterns that cut across chapters.

  • Using the rotating-coil formula for a moving coil

    e₀ = NBAω is for a coil ROTATING in a field. A coil pulled across a field edge has e = Blv. Pick by what the coil does.

  • Letting the speed of change set the charge

    Charge through a circuit is ΔΦ/R, whatever the time taken. A faster change gives more current for a shorter time, the same charge.

Learn it before you drill it

This chapter has full teaching notes — foundations, worked examples, self-checks and a per-subtopic mastery checkpoint. Read the notes once, then drill subtopic by subtopic below.

Electromagnetic Induction notes

Drill every electromagnetic induction question

119 questions from the bank, scoped to 4 bundled subtopics.

Drill one subtopic at a time

The 4 subtopics this playbook covers, in catalog order.

  • Self-Inductance, Energy Stored, and LR CircuitDrill
  • Mutual Inductance, Coupling, and Transformer/GeneratorDrill
  • Faraday's and Lenz's Laws — Induced EMF, Current, and ChargeDrill
  • Motional EMF and Rotating ConductorsDrill

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