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The energy stored in a magnetic field 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 mutual inductance between two coils is:

A. The ability of one coil to induce an EMF in another
B. The property of a coil to oppose changes in current
C. The resistance of a coil to the flow of current
D. The strength of the magnetic field produced by the coils

Answer: The ability of one coil to induce an EMF in another

The magnetic field due to a solenoid is concentrated:

A. Inside the solenoid
B. Outside the solenoid
C. At the ends of the solenoid
D. Along the length of the solenoid

Answer: Inside the solenoid

The magnetic field lines outside a bar magnet:

A. Run from the north pole to the south pole
B. Run from the south pole to the north pole
C. Are circular
D. Are radial from the north pole

Answer: Run from the north pole to the south pole

The right-hand rule for magnetic fields indicates the direction of:

A. The magnetic field around a current-carrying wire
B. The induced EMF in a moving conductor
C. The magnetic field due to a magnetic dipole
D. The force on a current-carrying wire in a magnetic field

Answer: The magnetic field around a current-carrying wire

The self-inductance of a coil is a measure of:

A. The coil's opposition to changes in current
B. The coil's ability to induce EMF in another coil
C. The resistance of the coil
D. The magnetic field strength around the coil

Answer: The coil's opposition to changes in current

The force experienced by a moving charge in a magnetic field is given by:

A. qvB sinθ
B. qvB cosθ
C. qB / v
D. q / vB

Answer: qvB sinθ

The magnetic field due to a current-carrying loop is:

A. Stronger at the center
B. Stronger at the edges
C. Uniform throughout
D. Zero at the center

Answer: Stronger at the center

The magnetic field inside a toroid is:

A. Uniform and confined within the core
B. Concentrated outside the core
C. Zero inside the core
D. Stronger outside the core

Answer: Uniform and confined within the core