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The magnetic field due to a current-carrying wire is given by:

A. B = μ0 I / (2πr)
B. B = μ0 I r / (2π)
C. B = I / (μ0 2πr)
D. B = μ0 r / (2π I)

Answer: B = μ0 I / (2πr)

The term ‘magnetic flux density’ is often used interchangeably with:

A. Magnetic induction
B. Magnetic field strength
C. Magnetic susceptibility
D. Magnetic permeability

Answer: Magnetic induction

The force between two current-carrying conductors is:

A. Directly proportional to the product of their currents and inversely proportional to the distance between them
B. Inversely proportional to the product of their currents
C. Directly proportional to the distance between them
D. Directly proportional to the difference in their currents

Answer: Directly proportional to the product of their currents and inversely proportional to the distance between them

The phenomenon of electromagnetic induction is best described by:

A. Faraday's Law
B. Lenz's Law
C. Ampere's Law
D. Maxwell's Equations

Answer: Faraday's Law

The magnetic flux through a closed surface is:

A. Zero
B. Equal to the magnetic flux density
C. Proportional to the surface area
D. Dependent on the magnetic field strength

Answer: Zero

The energy stored in the magnetic field of an inductor is:

A. 1/2 L I^2
B. 1/2 C V^2
C. 1/2 m v^2
D. L I

Answer: 1/2 L I^2

The torque experienced by a current-carrying coil in a magnetic field is given by:

A. μ B I A sinθ
B. B I A cosθ
C. B I A sinθ
D. μ I A cosθ

Answer: μ B I A sinθ

The phenomenon of magnetic flux linkage is used in:

A. Transformers
B. Capacitors
C. Resistors
D. Diodes

Answer: Transformers

The magnetic field strength inside a long solenoid is proportional to:

A. The number of turns per unit length and the current
B. The length of the solenoid
C. The magnetic flux
D. The temperature

Answer: The number of turns per unit length and the current