NPTEL Basic Electrical Circuits Week 4 Assignment Answers 2024
1. Write the conductance matrix for the above circuit. Find the number of elements In the matrix with null entries, negative entries and entries more than 2 conductance terms respectively.
- 12, 8, 3
- 10, 10, 4
- 8, 12, 4
- 10, 10, 3
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2. Consider all the values of resistance as 2Ω. I1=2A and I2=8A find the 3V1−V2−V3−V5.
- 8
- 4
- 2
- 16
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3.
In the above circuit consider all the values of resistors R = 2KΩ. V1 = 2V, V3 = 5V. I1 = 5mA (Gm = 5, K = 2)
Now find the value of current flowing in the R2 Resistor.
- 2mA
- 6.28mA
- 0 A
- 3.14mA
Refer the following circuit and answer 4,5 questions:
Nodes are labeled as 1,2,3,4,5, and reference node is also provided.
Answer :-
4. Calculate the sum of the diagonals in the G-matrix for the above circuit? (Units:Ω−1)
- 40k
- 60k
- 2.4m
- 1.6m
Answer :-
5. The values entries in the I-matrix are:
- [15m A, 0, 0, 3m A, 7m A]
- [15m A, 0, 0, 0, 7m A]
- [15m A, 0, 0, 0, 0]
- [15m A, 0, 0, -3m A, -7m A]
Answer :-
6. Find the values of V1, V2, V3, V4 in the above circuit.
- -1, 2, 3, 1
- 1, 2, 3, 1
- -1, -2, -3, -5
- 1, 4, 5, 3
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7. Find the power delivered by the 2V battery in the above circuit.
- 2m W
- 8m W
- 4m W
- 10m W
Answer :-
8. In the circuit shown below find the values of I1, I2 respectively
- -6A, 2.083A
- 6A, 1A
- -6A, 1.083A
- 6A, 2.083A
Answer :-
9. In the circuit shown below find the value of (Va – Vb ) –
- 24.41 V
- -24.41 V
- 26.71 V
- 30 V
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10. In the circuit shown ,given that R1=R2=40Ω and R3=80Ω, Calculate the voltage at node A.
- 7.2 V
- 12 V
- 4.25 V
- 4 V
Answer :-
11. Determine the value of k that will result in Vx being equal to zero in the circuit shown in below figure
R1 = R2 = 1Ω
R3 = 4Ω
R4 = 3Ω
- 2.125 V
- 2.5 V
- 5 V
- 3.25 V
Answer :-
12. If Vab = 20V. Find the current flowing through the voltage source given in the below circuit.
- -2.5 A
- -5 A
- 3 A
- 4.5 A
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