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Exam Details

2016 Electrical Engineering Paper - I_2

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Questions 120
Duration 180 mins
Package Indian Economic Service and Indian Statistical Service Examination - Previous Year Papers

Paper pattern & analysis

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Showing all 120 questions in this paper.

Subject distribution

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Topic distribution

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Subtopic distribution

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Difficulty distribution

Easy 40 33.3%
Medium 40 33.3%
Hard 40 33.3%

Question type distribution

Multiple Choices 120 100%

Syllabus

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Sample questions from this paper

Questions are selected across the paper subjects wherever the paper contains that variety.

1
2016 · Unclassified
2016 Electrical Engineering Paper - I_2
Permeance is inversely related to
A
resistance
B
conductance
C
reluctance
D
capacitance
2
2016 · Unclassified
2016 Electrical Engineering Paper - I_2
Consider the following statements regarding an ideal core material : 1. It has very high permeability. 2. It loses all its magnetism when there is no current flow. 3. It does not saturate easily. Which of the above statements are correct?
A
1 and 2 only
B
1 and 3 only
C
2 and 3 only
D
1, 2 and 3
3
2016 · Unclassified
2016 Electrical Engineering Paper - I_2
The capacitance of a conducting sphere of radius r with a total charge of q uniformly distributed on its surface is
A
proportional to qr
B
independent of r
C
proportional to q/r
D
independent of q
4
2016 · Unclassified
2016 Electrical Engineering Paper - I_2
The characteristic impedance of a transmission line depends upon
A
shape of the conductor
B
surface treatment of the conductor
C
conductivity of the material
D
geometric configuration of the conductor
5
2016 · Unclassified
2016 Electrical Engineering Paper - I_2
In a series R-L-C circuit supplied by a source of 125 V at a resonant frequency of 220 Hz, the magnitudes of the voltages across the capacitor and the inductor are found to be 4150 V. If the resistance of the circuit is 1 Ω, then the selectivity of the circuit is
A
33.20
B
3.32
C
0.0301
D
0.301
6
2016 · Unclassified
2016 Electrical Engineering Paper - I_2
The value of characteristic impedance in free space is equal to
A
μ0/ε0
B
√(μ0ε0)
C
1/√(μ0ε0)
D
ε0/μ0