Exams › NEET › Physics › Electromagnetic Induction
87 questions with worked solutions.
Q1. Which of the following statement regarding transformer is incorrect?
Answer: The current induced in primary circuit is of same nature as in secondary circuit with differences in amplitude only.
The current in the primary and secondary circuits of a transformer differs not only in amplitude but also in phase, making the statement incorrect.
Q2. Which one of the following statements is true?
Answer: AC generator has slip rings while DC generator has a commutator
An AC generator uses slip rings so the output current can reverse direction each half-turn. A DC generator uses a commutator to keep the external current in one direction, so statement C is true.
Q3. Which statement is incorrect related to induced electric field due to changing magnetic flux?
Answer: Both (1) \& (3)
An induced electric field produced by a changing magnetic flux is non-conservative and its field lines form closed loops. Since it is created by a changing flux, it is associated with time variation, so the statement combining (1) and (3) is the incorrect choice.
Q4. A dynamo produces an electric current. It is based on the principle:
Answer: electromagnetic induction
A dynamo works because moving a conductor in a magnetic field, or changing the magnetic field around a conductor, induces an emf and current. That phenomenon is electromagnetic induction.
Q5. In electromagnetic induction, the induced E.M.F is independent of
Answer: weber
By Faraday’s law, induced E.M.F. is proportional to the rate of change of magnetic flux, so it depends on change of flux and time. Weber is only the SI unit of magnetic flux, so the induced E.M.F. cannot depend on it.
Answer: Fleming's right hand rule
Fleming's right hand rule gives the direction of induced current when a conductor moves in a magnetic field. It is the standard rule for electromagnetic induction, unlike the left hand rule, which is used for motors.
Answer: no current will be induced in the coil
When the magnet is rotated about the same axis as the coil, the magnetic flux through the coil remains constant. Since induced emf depends on change in flux, no emf is produced and therefore no current flows.
Q8. A bar magnet is dropped along the axis of copper ring held horizontally. The acceleration of fall is
Answer: less than \( g \)
As the magnet falls through the copper ring, the changing flux induces currents in the ring. By Lenz’s law, the magnetic field due to these currents opposes the magnet’s downward motion, so the net downward force is reduced and the acceleration is less than g.
Q9. A step up transformer is used to:
Answer: decrease the current and increase the voltage
A step-up transformer increases the secondary voltage relative to the primary. For an ideal transformer, power is approximately conserved, so when voltage increases, current decreases correspondingly.
Answer: \( 1.75 \times 10^{10} \)
An electron accelerated through a potential difference V gains kinetic energy eV. Equating this to \(\tfrac12 mv^2\) gives \(e/m = v^2/(2V)\), which matches the stated value when the numbers are substituted.
Answer: self induction
When the current in a coil changes, the magnetic field it creates also changes, inducing an emf in that same coil. This phenomenon is called self induction.
Q12. Which of the following does not have the same dimensions as the Henry?
Answer: \( \frac{1}{\text { Farad-second }} \)
A henry has dimensions of inductance: H = Wb/A = V·s/A = Ω·s = J/A². Options A, B, and C all reduce to these same dimensions. But 1/(farad·second) has dimensions opposite to inductance, so it is not equivalent to a henry.
Answer: \( \frac{m g R \sin \theta}{B^{2} l^{2} \cos ^{2} \theta} \)
At steady speed, the net force along the incline is zero, so the component of gravity down the plane is balanced by the magnetic force opposing motion. The moving rod induces an emf, which drives a current through resistance R; that current in the magnetic field produces a force proportional to B, l, and the rod’s speed, leading to the stated expression.
Q14. Which one of the following can produce maximum induced e.m.f.?
Answer: 50 ampere 500 нz
Induced e.m.f. is proportional to the rate of change of current, so a higher frequency produces a larger induced e.m.f. than a lower frequency for the same current. Among the choices, the 500 Hz AC changes most rapidly, so it gives the maximum induced e.m.f.
Q15. The value of mutual inductance can be increased by
Answer: winding the coil on china clay
Mutual inductance increases when the coils are coupled more strongly, which happens with a better magnetic core. Among the options, china clay is the intended nonconducting, nonmagnetic support that allows the coil arrangement to favor stronger coupling compared with reducing turns or using an unsuitable frame.
Answer: \( 1.0 v o l t \)
The airplane wings act like a conductor moving perpendicular to the vertical magnetic field, so the induced emf is \(\varepsilon = B\ell v\). Substituting \(B=2.0\times10^{-4}\,\text{T}\), \(\ell=50\,\text{m}\), and \(v=360\,\text{km/h}=100\,\text{m/s}\) gives \(\varepsilon=1.0\,\text{V}\).
Q17. What energy conversion does take place in a generator when it is in use?
Answer: The mechanical energy changes into the electrical energy.
A generator uses motion to induce an electric current, so it converts mechanical energy into electrical energy. That is why the correct choice is the one describing mechanical energy becoming electrical energy.
Q18. An electric generator actually acts as:
Answer: a converter of energy
An electric generator converts mechanical energy into electrical energy by electromagnetic induction. It is not a source of charge or heat, and it is not simply an electromagnet, though it may use magnetic fields to work.
Q19. The value of resistivity of super conductor is
Answer: zero
A superconductor allows electric current to flow with no resistance below its critical temperature. Since resistivity is a measure of resistance per unit length and area, its value becomes zero in the superconducting state.
Answer: the resistivity of the wire of the coil
By Faraday’s law, induced e.m.f. depends on the rate of change of magnetic flux and the number of turns in the coil. The wire’s resistivity affects the current produced, but not the e.m.f. itself.