Electric circuits miscellaneous
-  In the circuit shown, the value at I is _______ A 
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                        View Hint View Answer Discuss in Forum Converting current source into voltage source, I = 80 = 2 A 40  
 Correct Option: CConverting current source into voltage source, I = 80 = 2 A 40  
 
-  In the figure shown if we connect a source of 2 V with internal resistance of 1 Ω at A' A with positive terminal at A', then the current through R is _________ . 
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                        View Hint View Answer Discuss in Forum  
 After converting current source into voltage source, the circuit becomes as given below.
 Using superposition principle,current through ,R = 1 + 1 = 0.625 A 8 2 
 Correct Option: C 
 After converting current source into voltage source, the circuit becomes as given below.
 Using superposition principle,current through ,R = 1 + 1 = 0.625 A 8 2 
 
-  A series R-L-C circuit has R = 50 Ω , L = 100 F and C = 1 µF. The lower half power frequency of the circuit is _________ kHz
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                        View Hint View Answer Discuss in Forum For series RLC circuit, at lower half power frequency ω1L - 1 = - R ω1C ⇒ 2πf1 × 100 × 10-6 - 1 = - 50 2πf1 × 1 × 10-6 
 ⇒ f1 = 3.055 k H z.Correct Option: AFor series RLC circuit, at lower half power frequency ω1L - 1 = - R ω1C ⇒ 2πf1 × 100 × 10-6 - 1 = - 50 2πf1 × 1 × 10-6 
 ⇒ f1 = 3.055 k H z.
-  In the circuit of the given figure, the magnitudes of VL and VC are twice that of VR. The inductance of the coil is ________ mH. 
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                        View Hint View Answer Discuss in Forum Since VL = VC , then circuit is in resonance and current, L = 5 = 5 = 1 A R 5 
 Voltage, VL = 2VR = 10
 ∴ ω L = 10⇒ L = 10 = 10 = 10 = 31.8 mH ω 2πf R 2π × 50 
 Correct Option: ASince VL = VC , then circuit is in resonance and current, L = 5 = 5 = 1 A R 5 
 Voltage, VL = 2VR = 10
 ∴ ω L = 10⇒ L = 10 = 10 = 10 = 31.8 mH ω 2πf R 2π × 50 
 
-  In the circuit shown in the given figure, the current supplied by t he sinusoidal cur rent source I is __________ A 
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                        View Hint View Answer Discuss in Forum I = √IR² + IL² 
 (both IR and IL in quadrature)
 = √12² + 16² = 20 ACorrect Option: DI = √IR² + IL² 
 (both IR and IL in quadrature)
 = √12² + 16² = 20 A
 
	