Question types

Alternating Current question types

104 questions across 6 question groups — pick any mix to generate a Physics paper with step-by-step answer keys.

104
Questions
6
Question groups
5
Question types
Sample Questions

Alternating Current questions

One sample from each question group in this chapter. Select any group above to see the full set with answer keys.

Sunita and her friends went to an exhibition. The guard standing there asked them to pass through a metal detector. Sunita's friends were first afraid but when Sunita told them the reason and explain its working.
Answer the following questions :
(a) State the principle on which metal detector works.
(b) If a person passing through metal detector has some metallic object then why does it produces sound?
(c) Tell two qualities of Sunita which she showed while explaining the reason for passing through it.
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Power factor of a coil in an ac circuit at 60 hertz frequency is 0.707 . If frequency of ac source becomes 120 hertz, then what will be power factor?
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Potential at an instant $t$ in an ac circuit is $E=200 \sin 157 t . \cos 157 t$ volts and current is $I=\sin \left(314 t+\frac{\pi}{3}\right) \quad$ Amperes. In this condition calculate :
(a) frequency
(b) root mean square value of voltage
(c) impedance of the circuit
(d) power factor.
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An electric bulb is marked $220 V, 100 W$. Calculate : (i) resistance of the bulb (ii) peak voltage of the source (iii) rms current flowing through the bulb.
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A capacitor and a resistor are joined in series with an ac source. If voltage across the ends of $C$ and $R$ be 120 V and 90 V respectively and root mean square value of current is 3 A , then calculate (i) impedance (ii) power factor of the circuit.
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The instantaneous magnitudes of current and voltage in an ac circuit are given as $I =10 \sin 314 t A$ and $V =50 \sin \left(314 t +\frac{\pi}{2}\right) \quad V$ respectively. What is the dissipation of average power in the circuit?
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In an ac circuit, instantaneous current and voltage are $I = I _0 \sin 300 t A$ and $V =200 \sin 300 t$ respectively. What is average power dissipated in the circuit?
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Q 15M.C.Q (1 Marks)1 Mark
Alternating current cannot be measured by de ammeter because:
  • A
    Alternating current does not pass through ammeter.
  • Average value of current for a complete cycle is zero.
  • C
    Some part of alternating current does not pass through ammeter.
  • D
    None of the above

Answer: B.

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Q 17M.C.Q (1 Marks)1 Mark
Peak value of applied alternating voltage in a LR cir- cuit is 5 V. If magnitude of maximum voltage across the ends of resistor is 3 V. then maximum value of voltage across the inductor is
  • A
    2 V
  • 4 V
  • C
    $5 \sqrt{2} V$
  • D
    Zero

Answer: B.

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Q 18M.C.Q (1 Marks)1 Mark
Frequency of electric current in alternating current I $=200 \sin \left(60 \pi t+\frac{\pi}{6}\right)$ is :
  • A
    120 Hz
  • B
    60 Hz
  • C
    90 Hz
  • 30 Hz

Answer: D.

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Q 19M.C.Q (1 Marks)1 Mark
The number of turns in primary and secondary coils of a transformer are 100 and 300 respectively. If in- put power is 60 W, then output power will be:
  • 60 W
  • B
    20 W
  • C
    180 W
  • D
    None of these

Answer: A.

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(a) Prove that the peak value ( $I_m$ ) of an alternating current is $\sqrt{2}$ times its root mean square ( rms ) value.(b) If alternating current $I=4 sin \omega t$ of and voltage $V =200 \sin (\omega t+\pi / 3)$, calculate the dissipated average power in the circuit.
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(a) Prove that the mean power supplied to the inductor in a complete cycle is zero. (b) If in an LCR alternatin current circuit $R =$ $24 \Omega, X _{ L }=110 \Omega$, and $X _{ C }=110 \Omega$, then find the impednce of the current.
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(a) Obtain an expression for current flowing through an ideal inductor joined with an ac source of voltage $v=v_0 \sin \omega t$ by using phasor diagram. Draw a graph between (i) voltage applied and (ii) current as a function of (wt.).
(b) Obtain an expression for average power dissipation in any series LCR circuit.
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Obtain expressions for average current and root mean square current for a complete cycle in ac circuit.###Obtain root mean square value of current for one complete cycle of current $I=I_0 \sin \omega t$. Draw graph between instantaneous value and root mean square value of current for two complete cycles.###Obtain rms value of alternating current for a complete cycle of sinusoidal current.\[I = I _0 \sin \omega t .\]
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