Current Electricity Mock Test – Class 12 Physics
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Current Electricity Mock Test – Class 12 Physics

Progressive Test — Guest First Round

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Current Electricity – Progressive Test

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1. For a metallic wire of number density , cross-sectional area , electron charge magnitude , and drift speed , the current is

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2. A balanced Wheatstone bridge has , , , and . If the galvanometer branch is removed after balance is achieved, the equivalent resistance between the battery terminals is

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3. A metal has , , and . If the electron drift is opposite to , the magnitude of drift velocity is

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4. Study the table and identify the device most likely to be non-ohmic.

Row Device or material Expected - behavior
P Metal resistor at constant temperature Linear
Q Semiconductor diode Non-linear and direction-dependent
R Uniform metallic wire with fixed temperature Linear
S Ohmic resistor used within rating Linear

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5. A metal wire obeys Ohm's law only while its physical conditions remain unchanged. A strong heating of the wire during measurement can make the - graph deviate from a straight line because

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6. In a uniform metallic wire carrying steady current, , , and electron drift velocity have which relative directions?

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7. A semiconductor has a negative temperature coefficient of resistance. When its temperature is increased moderately, its resistance generally

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8. A wire carries the same current before and after its cross-sectional area is reduced to one-third of its original value. Assuming the same material and carrier density, the new drift speed is

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9. During a potentiometer comparison, for two cells on the same wire. If the second cell has emf , the emf of the first cell is

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10. A fixed number of identical cells is arranged as rows in parallel, each row containing cells in series. For maximum current through an external resistance , the battery is best arranged so that its equivalent internal resistance is approximately

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11. A wire has , , and . Its resistance is

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12. A cell has emf , internal resistance , and is connected to an external resistance of . The current in the circuit is

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13. A small lamp is marked and . In this marking, refers to

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14. The following drift-speed graph is described for a metal at constant temperature.

For a metal at constant temperature, a graph is plotted between drift speed magnitude on the vertical axis and electric field magnitude on the horizontal axis. The graph is a straight line through the origin.

The slope of this graph represents

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15. A resistor obeys Ohm's law and has . When the current through it is increased from to at constant temperature, the increase in potential difference is

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16. For a metallic conductor, resistance generally increases when temperature rises because

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17. A wire has resistance , length , and cross-sectional area . Its resistivity is

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18. Two cells of emfs and are connected in series aiding, with internal resistances and . The equivalent emf and internal resistance are respectively

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19. The potentiometer measurement gives open-circuit balance length and loaded balance length for the same cell. The internal voltage drop in the cell is represented by

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20. A Wheatstone bridge has , , , and . The galvanometer current is

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21. During a potentiometer experiment, a cell balances at when no current is drawn from it. When it is connected to an external resistance , the balance length becomes . The internal resistance of the cell is

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22. Study the table and identify the row with the unsuitable unit.

Row Quantity Unit
P Mobility
Q Electric field
R Drift speed
S Mobility

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23. A wire has resistance , length , and cross-sectional area . The resistivity of the material is

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24. A m long potentiometer wire is used, and a cell balances at . If the potential difference across the full wire is uniform, the total potential drop across the wire is

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25. Assertion: In a balanced Wheatstone bridge, the resistance of the galvanometer does not affect the balance condition.
Reason: At balance, the potential difference across the galvanometer is zero.

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26. In a parallel combination of resistors, the same potential difference appears across every branch because

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27. Compare the two resistor graphs described below.

Two ohmic resistors and have straight -versus- graphs through the origin. The line for is steeper than the line for .

The comparison of their resistances is

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28. A total of identical cells is arranged as parallel rows, each row containing cells in series. Each cell has internal resistance , and the external resistance is . The grouping that gives the best internal-resistance match is

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29. When the series resistance in the primary circuit is increased, the potentiometer wire has a smaller potential gradient. For the same test cell, the new balance length becomes

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30. A switch in a torch is opened after the torch was glowing. The lamp goes off mainly because

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31. The potentiometer method can measure the emf of a cell more accurately than a voltmeter because the balance condition avoids

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32. In comparing emf and terminal voltage of the same cell with a potentiometer, the open-circuit balance length is , and the loaded balance length is . The terminal voltage is represented by

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33. Study the table and identify the row that gives an unsuitable potentiometer conclusion.

Row Observation Conclusion
P Longer balance length on the same wire Larger balanced potential difference
Q No current through galvanometer at balance Null condition is reached
R Smaller potential gradient Greater sensitivity, if balance remains on the wire
S Loaded balance length greater than open-circuit balance length for a real discharging cell Normal effect of internal resistance

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34. The meter-bridge balance point is at from the left end with unknown in the left gap and in the right gap. The value of is

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35. In a mixed circuit, two resistors are not necessarily in parallel just because they are drawn side by side. They are in parallel only if

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36. A resistor is connected in series with an unknown resistor across a source. If the current is , the unknown resistance is

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37. When an electric field is applied inside a metallic conductor, the free electrons

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38. The graph described below shows terminal voltage variation for a cell.

For a real cell, the terminal potential difference on the vertical axis is plotted against current on the horizontal axis. The straight line has -axis intercept , and at , the terminal voltage is .

The internal resistance of the cell and the power delivered to the external circuit at are

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39. Two resistors and are connected in parallel across a fixed voltage . The current division relation gives the current through as

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40. A metal has electron relaxation time . If the applied electric field is and , the drift speed magnitude is

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41. For a conductor, the relation is more general than because it gives

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42. A metal wire is connected to a cell so that electrons drift from right to left through the wire. The conventional current in the same wire is directed

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43. Use the loop equation below for a single closed circuit:

The physical circuit represented by this equation is most directly

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44. Two resistors and are connected separately across the same ideal voltage source . The power dissipated in compared with that in is

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45. Consider the following statements about limitations of Ohm's law.
I. Ohm's law applies only under constant physical conditions.
II. A diode is an example of a device with non-linear - behavior.
III. Any curved - graph through the origin still represents constant resistance.

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46. Two primary-circuit settings are possible for a potentiometer. Setting P gives , and setting Q gives . For measuring a cell of emf , the more sensitive setting and its balance length are

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47. A current of flows in a wire of cross-sectional area . If and , the drift speed is closest to

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48. A closed loop is traversed clockwise. The chosen current in a resistor is anticlockwise and has magnitude . The potential change across the resistor during the clockwise traversal is

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49. The resistance of a uniform conductor of length , cross-sectional area , and resistivity is

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50. The SI unit of resistivity is

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