Electromagnetic Theory and Fields MCQs 2026
40 questions with detailed answers · 19 from past papers · 4 quiz batches available
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- Q1 Past Paper · PPSC/FPSC/CSS medium
Gauss law for electricity states
💡 Explanation:Gauss: closed E-flux = Q_enc/epsilon0.
- Q2 Past Paper · PPSC/FPSC/CSS medium
Gauss law for magnetism states
💡 Explanation:No magnetic monopoles: net magnetic flux = 0.
- Q3 Past Paper · PPSC/FPSC/CSS medium
Faraday law of induction states
💡 Explanation:EMF = -d(lambda)/dt.
- Q4 Past Paper · PPSC/FPSC/CSS hard
Ampere law (with Maxwell correction) relates
💡 Explanation:curl H = J + dD/dt.
- Q5 Past Paper · PPSC/FPSC/CSS hard
Maxwell added displacement current because
💡 Explanation:dD/dt completes Ampere law for capacitors.
- Q6 Past Paper · PPSC/FPSC/CSS easy
Magnetic flux phi equals
💡 Explanation:Phi = BA cos theta webers.
- Q7 Past Paper · PPSC/FPSC/CSS medium
Self-inductance L equals
💡 Explanation:L = N phi / I henrys.
- Q8 Past Paper · PPSC/FPSC/CSS medium
Energy stored in inductor is
💡 Explanation:W = 1/2 L I².
- Q9 Past Paper · PPSC/FPSC/CSS medium
Magnetic field intensity H relates to B by
💡 Explanation:Constitutive relation B = mu H.
- Q10 Past Paper · PPSC/FPSC/CSS easy
Relative permeability mu_r is
💡 Explanation:mu_r compares material to free space.
- Q11 Past Paper · PPSC/FPSC/CSS easy
Lenz law states induced current direction
💡 Explanation:Induced effects oppose flux change.
- Q12 hard
Displacement current density is
💡 Explanation:Jd = dD/dt.
- Q13 Past Paper · PPSC/FPSC/CSS easy
Magnetic flux density unit is
💡 Explanation:B in tesla.
- Q14 Past Paper · PPSC/FPSC/CSS medium
Magnetomotive force (MMF) equals
💡 Explanation:MMF = NI.
- Q15 Past Paper · PPSC/FPSC/CSS medium
Reluctance Rm in magnetic circuit analog to
💡 Explanation:Rm = l/(mu A); phi = MMF/Rm.
- Q16 Past Paper · PPSC/FPSC/CSS easy
Faraday law explains operation of
💡 Explanation:Changing flux induces EMF.
- Q17 Past Paper · PPSC/FPSC/CSS easy
Coulomb law gives electric force
💡 Explanation:F = k q1 q2/r².
- Q18 Past Paper · PPSC/FPSC/CSS medium
Electric flux density D equals
💡 Explanation:D = epsilon E.
- Q19 Past Paper · PPSC/FPSC/CSS hard
Biot-Savart law gives B from
💡 Explanation:Differential current creates B.
- Q20 Past Paper · PPSC/FPSC/CSS medium
Ampere circuital law for steady conduction is
💡 Explanation:Integral H around path = I_enc.
- Q21 easy
Right-hand rule for magnetic field around wire relates
💡 Explanation:Standard RH rule for straight conductor.
- Q22 easy
Magnetic materials with mu_r much greater than 1 are
💡 Explanation:High mu_r → ferromagnetic.
- Q23 hard
Hysteresis loop area represents
💡 Explanation:Loop area = hysteresis loss.
- Q24 medium
Eddy currents in core are reduced by
💡 Explanation:Laminations increase path resistance.
- Q25 easy
Magnetic flux unit is
💡 Explanation:Phi in webers.
- Q26 hard
Permeability of free space mu0 approx
💡 Explanation:mu0 = 4pi x 10^-7 H/m.
- Q27 easy
Electric field E unit is
💡 Explanation:E in V/m.
- Q28 medium
Maxwell equations unify
💡 Explanation:Complete classical EM framework.
- Q29 medium
Static charge produces
💡 Explanation:Gauss for E in electrostatics.
- Q30 medium
Time-varying B produces
💡 Explanation:Faraday: changing B induces E.
- Q31 medium
Magnetic flux linkage lambda equals
💡 Explanation:Linkage = N phi.
- Q32 medium
Inductance of solenoid increases with
💡 Explanation:L proportional to N² mu A/l.
- Q33 hard
Energy density in magnetic field is
💡 Explanation:u = 1/2 BH J/m³.
- Q34 hard
Poynting vector represents
💡 Explanation:S = E x H power per area.
- Q35 hard
Boundary condition: tangential E is
💡 Explanation:Tangential E continuous.
- Q36 hard
Boundary condition: normal B is
💡 Explanation:Normal B continuous.
- Q37 hard
Magnetic vector potential A relates to B as
💡 Explanation:B = curl A gauge choice.
- Q38 medium
Electric scalar potential V relates to E as
💡 Explanation:E = -grad V for static.
- Q39 medium
Displacement current exists in
💡 Explanation:Changing D in gap carries displacement current.
- Q40 medium
Magnetic circuit Ohm law analog: flux equals
💡 Explanation:phi = F/Rm.