Electromagnetic Induction Mock Test – Class 12 Physics
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Electromagnetic Induction Mock Test – Class 12 Physics

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Electromagnetic Induction – Progressive Test

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1. A fixed -turn coil of area is placed with its area vector parallel to a magnetic field. The magnetic field decreases uniformly from to in . The average induced emf is

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2. A loop lies in the plane of the page. The magnetic field through it is out of the page and decreasing. The induced current is

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3. A generator converts mechanical energy into electrical energy mainly through

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4. A -turn coil has flux through each turn changing at a rate of . The total resistance of the closed coil circuit is . Ignoring sign, the induced current is

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5. The same bar magnet is moved toward the same coil in two trials. In Trial P it is moved slowly, and in Trial Q it is moved quickly through the same displacement. The larger galvanometer deflection is expected in

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6. A transformer core is made of many thin insulated sheets instead of one solid iron block. This design mainly reduces

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7. A rod of length moves perpendicular to a magnetic field with speed . If both and are doubled while is unchanged, the motional emf becomes

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8. The dimensional formula of self-inductance can be obtained from . If , then is

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9. A current-time graph for a coil is described below.

From to , current rises linearly from to . From to , current remains constant. The self-inductance of the coil is constant.

During which interval is the self-induced emf zero?

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10. Magnetic flux linked with a single-turn loop changes uniformly from to in . The magnitude of average induced emf is

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11. A compact way to state the magnitude part of Faraday's law is that induced emf depends on

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12. The average value of induced emf over a time interval can be obtained from an - graph by

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13. A coil has turns, and each turn links a magnetic flux of . The flux linkage of the coil is

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14. Eddy current heating is useful in an induction furnace because

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15. Read the short situation below.

A rectangular loop is in a uniform magnetic field. First, its plane is perpendicular to the field. Then it is slowly turned until its plane becomes parallel to the field. The magnitude of and the area of the loop remain unchanged.

What happens to the magnetic flux during this turning?

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16. Match the basic symbols with their usual meanings.

Column I Column II
P. 1. Resistance
Q. 2. Current
R. 3. Magnetic flux
S. 4. Emf

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17. A north pole of a magnet is moved away from the near face of a closed coil. The near face of the coil behaves as

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18. A magnetic flux of changes uniformly to in . Ignoring the sign, the average induced emf for one turn is

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19. A generator coil rotates from a position where its area vector is parallel to to a position where its plane is parallel to . During this quarter turn, the magnitude of flux through the coil

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20. A secondary coil links of flux per turn when the primary current is . If the secondary has turns, the mutual inductance is

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21. A - graph for a fixed coil is horizontal from to . The area vector of the coil is parallel to the field during this interval. The induced emf during this interval is

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22. Study the table for a uniformly rotating coil.

Row Position of coil Flux Induced emf
P Area vector parallel to Maximum magnitude Zero
Q Area vector perpendicular to Maximum magnitude Maximum magnitude
R Plane of coil parallel to Maximum magnitude Zero
S Flux is maximum Zero Maximum magnitude

The row that correctly describes the rotating coil is

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23. For a coil of turns with the same flux linked through each turn, Faraday's law is

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24. In a nearby-coil arrangement, current in one coil is increased steadily while a second coil remains fixed near it. The magnetic flux linked with the second coil changes because

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25. A coil has turns, but only half of the turns link a flux ; the remaining half link negligible flux. The total flux linkage is

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26. Assertion: A closed loop can have changing magnetic flux even when it is not moving.
Reason: A time-varying magnetic field can change in the relation .

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27. A magnetic field out of the page through a conducting loop is increasing. The induced current direction is

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28. A rectangular surface of area is placed in a magnetic field of . The magnetic flux through it is . The angle between and is

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29. A north pole of a bar magnet approaches the near face of a closed coil along the coil axis. To oppose the approach, the near face of the coil should behave as

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30. Assertion: Magnetic flux through a surface can be zero even when the magnetic field is not zero.
Reason: Flux depends on the component of along the area vector .

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31. A flat coil is turned from a position where its area vector is parallel to to a position where its area vector is perpendicular to . The magnetic flux through the coil

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32. Mutual induction occurs when

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33. Increasing the number of turns of a coil usually increases its self-inductance because

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34. Consider the statements about magnetic energy in an inductor.
I. Stored energy is proportional to when current is fixed.
II. Stored energy is proportional to when is fixed.
III. Stored energy is proportional to when is fixed.

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35. Consider the following statements about changing magnetic flux.
I. Flux can change even if the loop is stationary.
II. Flux can change even if the magnetic field is steady.
III. Flux can change only when the circuit resistance changes.

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36. A transformer core is laminated mainly to reduce

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37. The data for three sliding-rod circuits are shown below. Each rod moves perpendicular to the magnetic field.

Case
P
Q
R

The induced current magnitudes are

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38. A coil has turns. The signed area under its induced emf-time graph is . If each turn has the same flux change, the change in flux per turn is

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39. The emf of a generator coil is described by , with peak emf . At , the flux linkage is most consistent with

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40. A rectangular loop moves to the right and begins to enter a region of uniform magnetic field directed into the page. While the loop is entering, the induced current is

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41. A unit record for the basic quantities in induction contains one mismatched entry. Identify the mismatched entry.

Row Quantity Usual SI unit
P Magnetic field
Q Area
R Emf
S Resistance

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42. Lenz's law states that the direction of induced current is such that it

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43. A coil experiences the same rate of flux change in two trials. In Trial P, its resistance is ; in Trial Q, its resistance is . If the induced emf is the same in both trials, the current in Trial Q is

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44. For a single-turn loop, an - graph is a rectangle: from to . The change in magnetic flux during this interval is

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45. A source is connected to a series circuit containing and . At the instant when the current is during growth, the magnitude of is

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46. Study the device comparison table.

Row Device Main induction feature
P Transformer Mutual induction between windings
Q generator Changing flux due to rotation
R Eddy-current brake Induced currents oppose motion
S Steady coil pair after switching Continuous secondary emf with no flux change

The row that conflicts with electromagnetic induction is

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47. A magnetic core used for strong coupling between coils is laminated and made from soft magnetic material. These two design choices mainly reduce

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48. A rod is pulled at constant speed through a magnetic field while completing a circuit. Increasing the circuit resistance while keeping , , and unchanged makes the required pulling force

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49. A simple generator is rotated faster, but the magnetic field strength and coil dimensions are unchanged. The maximum magnetic flux through each turn

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50. A - graph for a fixed single-turn loop is a straight line with positive slope. The loop area is , and its area vector is parallel to . The induced emf is

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