Network Elements and the Concept of Circuit
- The time constant of the network shown in the fig. is—
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Time constant τ = R eq C
R eq = 4R | | 4R = 2R
C = 2C
so, τ = 2 R. 2C
= 4RCCorrect Option: A
Time constant τ = R eq C
R eq = 4R | | 4R = 2R
C = 2C
so, τ = 2 R. 2C
= 4RC
- All the resistances in the fig. are 1 Ω each. The value of I will be—
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In order to calculate I in the given figure draw the equivalent model.
I = V Req I = 1 = 8 15 / 8 15 Correct Option: D
In order to calculate I in the given figure draw the equivalent model.
I = V Req I = 1 = 8 15 / 8 15
- Substitution theorem applies to—
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Substitution theorem is applies to linear time invariant networks.
Correct Option: C
Substitution theorem is applies to linear time invariant networks.
- The total power consumed in the circuit shown in figure is—
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In order to calculate the total power consumed in the circuit. First off all calculate the net current in the circuit element by using superposition theorem.
Case I. Take 4V sourcei = 4 = 1 amp. (A → B → C) 4
Case II. Take 2A source here current in each 2 Ω resistance will be 1 amp. (B → A and B → C)
Net current in branch AB resistance R = 1 – 1 = 0 Net current in branch BC resistance RBC = 1+1 = 2amp.
Power consumed in branch BC = I2 RBC = 22. 2 = 8 W
Correct Option: B
In order to calculate the total power consumed in the circuit. First off all calculate the net current in the circuit element by using superposition theorem.
Case I. Take 4V sourcei = 4 = 1 amp. (A → B → C) 4
Case II. Take 2A source here current in each 2 Ω resistance will be 1 amp. (B → A and B → C)
Net current in branch AB resistance R = 1 – 1 = 0 Net current in branch BC resistance RBC = 1+1 = 2amp.
Power consumed in branch BC = I2 RBC = 22. 2 = 8 W
- The superposition theorem is valid for—
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The superposition theorem is valid for all linear networks only.
Correct Option: A
The superposition theorem is valid for all linear networks only.