50 Important Basic Electrical MCQ| Objective Type Question Of Basic Electrical

Ques 31. Inductance effects the direct current flow

  1. Only at the time of turning off
  2. Only at the time of turning on
  3. At the time of turning on and off
  4. At all the time of operation

Answer.3. At the time of turning on and off

Explanation:

Inductance is the property of generating an E.M.F of self-induction which opposes the change in the current. This opposing E.M.F of self-induction is also called as the counter E.M.F or back E.M.F.

When the circuit current reaches its maximum value, determined by the circuit voltage and resistance, it no longer changes in value and the field no longer expands, so that no emf of self-induction is generated. The field remains stationary, but, when the current attempt to rise or fall, the field will either expand or contract and generate a counter emf opposing the change in current flow.

For direct current, inductance affects the current flow only when the circuit is turned on and off or when some circuit condiflon is changed since only at those times does the current change in its value.

 

Ques 32. Inductance of a coil Varies

  1. Directly as the cross-sectional area of magnetic core
  2. Directly as square of number of turns
  3. Directly as the permeability of the core
  4. Inversely as the length of the iron path
  5. Both 1 and 4

Answer.4. Both 1 and 4

Explanation:

The inductance of a coil of wire is given by

inductance of coil

Where N = Number of turns in the coil

μ = permeability of the core material

A = Area of the coil

l = length of the coil

COIL AREA: Greater coil area (cross-section of the core) results in greater inductance

COIL LENGTH: The longer the coil’s length, the less inductance the shorter the coil’s length, the greater the inductance.

 

Ques 33. All the rules and laws of D.C. circuit also apply to A.C. circuit containing

  1. Capacitance only
  2. Inductance only
  3. Resistance only
  4. All above

Answer.3. Resistance only

Explanation:

Many ac circuits contain resistance only. The rules for these circuits are the same rules that apply to dc circuits. Resistors lamps and heating elements are examples of resistive elements. When an ac circuit contains only resistance, Ohm’s Law, Kirchhoff’s Law, and the various rules that apply to voltage, current, and power in a dc circuit also apply to the ac circuit. 

 

Ques 34. Time constant of an inductive circuit

  1. Increases with increase of inductance and decrease of resistance
  2. Increases with the increase of inductance and the increase of resistance
  3. Increases with decrease of inductance and decrease of resistance
  4. Increases with decrease of inductance and increase of resistance

Answer.1. Increase with increase of inductance and decrease of resistance

Explanation:

The ratio L/R is called as the time constant of the inductive circuit and gives the time in the seconds required for the circuit to rise to 63.2% of its maximum value.

Hence the time constant of the inductive circuit is directly proportional to the inductance and inversely proportional to the resistance.

 

Ques 35. Power factor of an inductive circuit is usually improved by connecting capacitor to it in

  1. Parallel
  2. Series
  3. Either 1 or 2
  4. None of the above

Answer.1. Parallel

Explanation:

In the industry, inductive loads draw a lagging current which in turn increases the amount of reactive power. ln this case, the KVA rating of the transformer and the size of the conductor should be increased to carry out the additional reactive power. Generally. Capacitors are connected in parallel with the load to improve the low power factor by increasing the power factor value. Capacitor draws leading current and partially or completely neutralizes the lagging reactive power of the load.

For further detail check the explanation of question number 26.

 

Ques 36. The mutual inductance between two unity coupled coil of 9H and 4H is

  1. 50 H
  2. 13 H
  3. 2.2 H
  4. 6 H

Answer.4. 6 H

Explanation:

Mutual inductance between two coils is

M = √L1L2

M = √ 9 x 4

M = 6

 

Ques 37. Power factor of the following circuit will be zero

  1. Resistance
  2. Inductance
  3. Capacitance
  4. Both 2 and 3

Answer.4. Both 2 and 3

Explanation:

If Current and Voltage are 90 Degree Out of Phase, Then The Power (P) will be zero. We know that Power in AC Circuit

P= V I Cos φ

In inductive circuit voltage leads the current by 90 degrees and in capacitive circuit, the current leads the voltage by 90 degrees

if the angle between current and Voltage are 90 ( φ = 90) Degree.

Power P = V I Cos ( 90) = 0

[ Note that Cos (90) = 0] 

 

Ques 38. Power factor of the following circuit will be unity

  1. Inductance
  2. Capacitance
  3. Resistance
  4. Both 1 and 2

Answer.3. Resistance

Explanation:

As Explain in the above question

P= V I Cos φ

In pure resistive circuit, the voltage and the current are in the same phase, therefore, the angle between voltage and current is 0

hence

P = VI cos0

P = VI

 

Ques 39. Power factor of the system is kept high

  1. To reduce line losses
  2. To maximise the utilization of the capacities of generators, lines, and transformers
  3. To reduce voltage regulation of the line
  4. Due to all above reasons

Answer.4. Due to all of the above reason

Explanation:

Advantages of high power factor:

  • Increase in efficiency of system and devices
  • Low Voltage Drop
  • Reduction in size of a conductor and cable which reduces cost of the Cooper
  • An Increase in available power
  • Line Losses (Copper Losses) I2R is reduced
  • Appropriate Size of Electrical Machines (Transformer, Generators etc)
  • Eliminate the penalty of low power factor from the Electric Supply Company
  • Low kWh (Kilo Watt per hour)
  • Saving on the power bill
  • Better usage of power system, lines and generators etc
  • Saving in energy as well as rating and the cost of the electrical devices and equipment is reduced.

For more information check Question number 27.

 

Ques 40. The time constant of the capacitance circuit is defined as the time during which voltage

  1. Falls to 36.8% of its final steady value
  2. Rises to 38.6% of its final steady value
  3. Rises to 63.2% of its final steady value
  4. None of the above

Answer.3. Rises to 63.2% of its final steady value

Explanation:

An RC time constant tells us about the relation between time, resistance, and capacitance. The time taken by the capacitor is directly proportional to the amount of resistance and capacitance in the circuit.

The time constant reflects the time required for the capacitor to charged up to 63.2% of the applied voltage or to discharged down 36.8%

The time constant is given as

T = RC

Where T = time in seconds

R is resistance in ohms

C is capacitance in farads.

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