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Moving Charges and Magnetism MCQs
Class 12 Physics — questions with answers and worked explanations.
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These questions are drawn from the Pariksha Sutra question bank for Moving Charges and Magnetism,
part of the Class 12 Physics syllabus. Each one shows the correct answer and,
where a method helps, the working behind it.
Read the question, decide your answer before looking, then check the explanation — that is what turns practice
into marks. If a question catches you out, the explanation is the part worth re-reading.
Questions
Question 1
A charge q moving with velocity v enters a magnetic field B parallel to the direction of B. The magnetic force on the charge is:
- qvB
- qv/B
- zero
- qvB sin(45 degrees)
Question 2
According to the Biot-Savart law, the magnetic field due to a current element is inversely proportional to:
- the square of the distance
- the cube of the distance
- the current
- the distance
Answer: the square of the distance
Question 3
The magnetic field inside a long solenoid having n turns per unit length carrying current I is:
- B = mu_0 I/n
- B = mu_0 n I/2
- B = mu_0 n I/(2(pi))
- B = mu_0 n I
Question 4
Two parallel wires carry currents of 3 A and 4 A in opposite directions and are separated by 0.06 m. The force per unit length is (mu_0 = 4(pi)x10^-7 T m/A):
- 4x10^-5 N/m (repulsive)
- 2x10^-5 N/m (repulsive)
- 8x10^-5 N/m (repulsive)
- 4x10^-5 N/m (attractive)
Answer: 4x10^-5 N/m (repulsive)
Question 5
A wire carrying current 5 A and length 2 m experiences a maximum force of 3 N in a magnetic field. The magnetic field strength is:
- 3.0 T
- 1.5 T
- 0.3 T
- 0.6 T
Question 6
Inside a long straight current-carrying wire of uniform current density, at distance r from the axis (r less than radius R), the magnetic field varies as:
- proportional to r^2
- proportional to r
- proportional to 1/r
- independent of r
Answer: proportional to r
Question 7
The definition of one ampere is based on the force between two parallel wires. One ampere produces a force per metre of 2x10^-7 N/m when the wires are separated by:
- 1 metre
- 0.5 metre
- 0.1 metre
- 2 metre
Question 8
A radial magnetic field is used in a moving coil galvanometer so that:
- the field is stronger
- the scale is linear and torque is maximum for all positions
- the coil moves faster
- the current is reduced
Answer: the scale is linear and torque is maximum for all positions
Question 9
A proton of charge 1.6x10^-19 C moves with speed 2x10^6 m/s perpendicular to a magnetic field of 0.5 T. The magnitude of the magnetic force on it is:
- 8.0x10^-14 N
- 1.6x10^-13 N
- 1.6x10^-19 N
- 3.2x10^-13 N
Question 10
The magnetic field at the centre of a circular coil of radius R carrying current I with N turns is:
- B = mu_0 N I/R
- B = mu_0 I/(2(pi)R)
- B = mu_0 N I/(2(pi)R)
- B = mu_0 N I/(2R)
Answer: B = mu_0 N I/(2R)
Question 11
A solenoid of length 0.5 m has 1000 turns and carries a current of 2 A. The magnetic field inside is (mu_0 = 4(pi)x10^-7 T m/A):
- 1.0x10^-2 T
- 5.03x10^-3 T
- 2.51x10^-3 T
- 1.26x10^-3 T
Question 12
The torque on a rectangular current loop of area A carrying current I in a magnetic field B is maximum when the plane of the loop is:
- at 45 degrees to B
- perpendicular to B
- along B and rotating
- parallel to B
Question 13
The work done by the magnetic force on a charged particle moving in a magnetic field is:
- always positive
- equal to change in potential energy
- always negative
- always zero
Question 14
A circular coil of radius 0.1 m carries a current of 2 A. The magnetic field at its centre is (mu_0 = 4(pi)x10^-7 T m/A):
- 4.0x10^-5 T
- 1.26x10^-5 T
- 6.28x10^-6 T
- 2.51x10^-5 T
Question 15
The magnetic field at one end of a long solenoid, compared with the field at its centre, is:
- half the field at the centre
- equal to the field at the centre
- twice the field at the centre
- zero
Answer: half the field at the centre
Question 16
The torque on a current loop of N turns, area A, current I in a field B, with the loop normal making angle theta with B, is:
- tau = N I A B cos(theta)
- tau = N I A B tan(theta)
- tau = N I A B sin(theta)
- tau = N I A B
Answer: tau = N I A B sin(theta)
Question 17
A charged particle moves in a circular path of radius r in a uniform magnetic field B. The radius of the path is given by:
- r = qB/(mv)
- r = qvB/m
- r = mv/(qB)
- r = mB/(qv)
Question 18
The magnetic field due to a straight current element is zero at points lying:
- perpendicular to the element
- at unit distance from the element
- along the axis of the element
- at 45 degrees to the element
Answer: along the axis of the element
Question 19
The magnetic field in the region outside a toroid (in the empty interior hole or outside) is:
- mu_0 n I
- proportional to distance
- zero
- maximum
Question 20
A circular coil of 50 turns and area 4x10^-3 m^2 carries a current of 2 A in a field of 0.5 T. The maximum torque is:
- 0.05 N m
- 0.1 N m
- 0.2 N m
- 0.4 N m
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