Alternating Current Mock Test – Class 12 Physics
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Alternating Current Mock Test – Class 12 Physics

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Alternating Current – Progressive Test

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1. For a series circuit with and resonant frequency , the two half-power frequencies are symmetric approximately around . The approximate separation between them is

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2. A circuit draws from a supply at power factor . The current component in phase with the voltage is

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3. In a pure inductive circuit, the element that mainly opposes a change in current is

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4. An ideal circuit has . If the maximum energy in the inductor is , the maximum current is

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5. A resistor is connected to an supply of . The average power dissipated is

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6. A damped oscillator shows decreasing peak charge on the capacitor. The best reason is that

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7. A supply is marked , . Treating as the peak voltage would be unsuitable because practical voltage ratings usually give

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8. Consider the following statements about an ideal transformer.
I. It changes voltage according to the turns ratio.
II. It changes the frequency of the supplied .
III. It transfers energy through changing magnetic flux.
IV. Its output power is equal to its input power.

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9. In an ideal pure inductor, electrical energy supplied by the source is mainly

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10. For a pure resistor, pure inductor, and pure capacitor, the opposition that is independent of frequency is

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11. A series circuit has resonant frequency and quality factor . If the maximum power at resonance is , the approximate power at either half-power frequency is

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12. In a pure resistor carrying sinusoidal , the instantaneous power is never negative because

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13. A pure inductor has and is connected to an source with . The rms current is

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14. For a pure resistive circuit, the set of suitable statements is:
I.
II. Voltage and current are in phase.
III. Average power over a cycle is zero.

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15. A fixed pure inductor and a fixed pure capacitor have equal reactances at one frequency. If the frequency is increased, then

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16. Assertion: The average value of a sinusoidal over a full cycle is zero.
Reason: The rms value of a sinusoidal is also zero over a full cycle.

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17. The unit is most naturally associated with

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18. In a pure inductive circuit, the voltage phasor is drawn ahead of the current phasor. If current is taken as the reference phasor, the voltage phasor is drawn

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19. A sinusoidal alternating voltage has . Its mean value over the positive half cycle is approximately

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20. A sinusoidal voltage is represented by a phasor of fixed length. If the convention says the phasor length represents peak value, then the length should be proportional to

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21. An source is connected to a series circuit with , , and . The peak current is closest to

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22. A transformer takes from the primary supply and delivers to the load. Its efficiency is

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23. The same power is transmitted through wires of resistance first at voltage and then at voltage . If power factor effects are ignored, the line loss in the second case becomes

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24. Use the arrangement described below.

A rotating phasor of length makes an angle with the reference line. Its vertical projection is being used to represent the current.

The instantaneous current represented by this projection is

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25. Use the graph description below.

A graph of current against time is a smooth wave. It rises to a positive maximum, returns to zero, reaches an equal negative maximum, and then returns to zero again in a repeating pattern.

This graph most directly represents

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26. The unit of impedance in a series circuit is

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27. A sinusoidal voltage has . Its peak voltage is approximately

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28. For , , and in a series circuit, the impedance is

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29. Use the graph description below.

For an ideal capacitor connected to a sinusoidal source, the instantaneous power-time graph has positive and negative regions of equal area over one complete cycle.

The most suitable interpretation is that the capacitor

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30. A sinusoidal current has zero mean over a full cycle. It can still heat a resistor because heating depends on

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31. Use the graph description below.

Two sinusoidal voltage graphs have the same time period. Graph P reaches and . Graph Q reaches and .

Compared with graph P, graph Q has

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32. Given , , and for a series circuit, its power factor is

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33. At resonance, a series circuit with , , , and has the ratio

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34. The quality factor of a series resonant circuit is related to resonant frequency and bandwidth by

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35. A voltage waveform has maximum value and minimum value . Its peak-to-peak voltage is

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36. For a circuit with , , and , the average power is

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37. Assertion: A choke coil can reduce current without wasting as much power as a series resistor.
Reason: A choke coil uses inductive reactance, and its average power loss is small when its resistance is small.

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38. Study the table and select the row that correctly compares a resistor and a choke coil used for reducing current.

Row Device Main opposition Power loss tendency
P Resistor Real heat loss is significant
Q Choke coil No magnetic energy storage
R Resistor Zero real power always
S Choke coil only Always same as a pure resistor

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39. A cell connected to a lamp gives a current in one fixed direction, while a mains supply drives current that reverses direction repeatedly. The mains supply is best described as

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40. Taking , the resonant frequency of a series circuit with and is approximately

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41. Match the quantities with their usual units.

Column I Column II
P. 1.
Q. 2.
R. 3.
S. 4.

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42. A transformer is designed with . A load connected to the secondary receives in ideal operation. The primary current is

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43. Consider the following statements about a non-zero sinusoidal alternating current.
I. Its full-cycle mean value is zero.
II. Its rms value is zero.
III. Its half-cycle mean value is .
IV. Its rms value is .

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44. Use the arrangement described below.

In a series circuit, current is taken along the horizontal reference line. The resistor voltage is drawn along this same line. The inductor voltage is drawn upward, and the capacitor voltage is drawn downward.

If , the resultant source voltage lies

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45. A record of an alternating voltage gives at one instant and . The best interpretation is that

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46. A domestic supply value is commonly stated as . In elementary circuit calculations, this value normally refers to

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47. Flux leakage in a transformer means that

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48. A practical transformer is made with a laminated soft iron core and low-resistance copper windings. The most complete reason for these choices is to

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49. A transformer works on the principle of

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50. A practical transformer differs from an ideal transformer because practical transformers have

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