Network theory miscellaneous
- For the circuit shown below, V = 30V. Find R—
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The given circuit
The current in 200Ω resistanceI200Ω = I400Ω = – 30V = 1 A = 50mA 600Ω 20
Current in RΩ resistance
IRΩ = 150 – 50 = 100mA
Now,R = V = 30V = 300Ω IRΩ 100mA
Hence alternative (B) is the correct choice.Correct Option: B
The given circuit
The current in 200Ω resistanceI200Ω = I400Ω = – 30V = 1 A = 50mA 600Ω 20
Current in RΩ resistance
IRΩ = 150 – 50 = 100mA
Now,R = V = 30V = 300Ω IRΩ 100mA
Hence alternative (B) is the correct choice.
Direction: 20 to Q. 25. For the circuit shown below—

- The power delivered by 7A current source—
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The given circuit can be modified as shown below
From figure the voltage across terminal B and A
VA + 5 – 4 + 30 – VB = 0
or
VB – VA = 31V
Since terminal B is positive, it means current delivered by the 7A current source will be positive and given by
Pdelivered = 7 × 31 = 217WCorrect Option: B
The given circuit can be modified as shown below
From figure the voltage across terminal B and A
VA + 5 – 4 + 30 – VB = 0
or
VB – VA = 31V
Since terminal B is positive, it means current delivered by the 7A current source will be positive and given by
Pdelivered = 7 × 31 = 217W
- The power delivered by 4V source—
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From figure given in solution 21:
Current in branch BC is 9A. Since the current is entering at the negative terminal, therefore the power delivered by the 4V source is positive
Pdelivered = VI = 4 × 9 = 36WCorrect Option: A
From figure given in solution 21:
Current in branch BC is 9A. Since the current is entering at the negative terminal, therefore the power delivered by the 4V source is positive
Pdelivered = VI = 4 × 9 = 36W
- The power absorbed by 5Ω resistor—
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From figure given in solution 21, we conclude that current passing through 5Ω resistor is 1A. So power absorbed by 5Ω resistor
Pabsorbed = I2R = 12 × 5 = 5W.Correct Option: A
From figure given in solution 21, we conclude that current passing through 5Ω resistor is 1A. So power absorbed by 5Ω resistor
Pabsorbed = I2R = 12 × 5 = 5W.
- The value of voltage Vx for the circuit shown below—
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The given circuit:
Applying potential divider ruleVx = 9V × (18 + 3) (18 + 3 + 6)
orVx = 9 × 21 = 7V. 27 Correct Option: A
The given circuit:
Applying potential divider ruleVx = 9V × (18 + 3) (18 + 3 + 6)
orVx = 9 × 21 = 7V. 27