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This section includes 15 Mcqs, each offering curated multiple-choice questions to sharpen your Network Theory knowledge and support exam preparation. Choose a topic below to get started.
1. |
Taking the inverse transform of the voltage across the resistor in the circuit shown below is? |
A. | Ve-t/τ |
B. | Vet/τ |
C. | Vetτ |
D. | Ve-tτ |
Answer» B. Vet/τ | |
2. |
The voltage across the resistor in the parallel circuit shown is? |
A. | V/(s-1/R) |
B. | V/(s-1/RC) |
C. | V/(s+1/RC) |
D. | V/(s+1/C) |
Answer» D. V/(s+1/C) | |
3. |
The voltage across the resistor in the circuit shown below is? |
A. | Vet/R |
B. | Ve-t/RC |
C. | Ve-t/R |
D. | Vet/RC |
Answer» C. Ve-t/R | |
4. |
After taking the inverse transform of current in the circuit shown below, the value of current is? |
A. | i=(V/C)e-t/R |
B. | i=(V/C)e-t/RC |
C. | i=(V/R)e-t/RC |
D. | i=(V/R)e-t/R |
Answer» D. i=(V/R)e-t/R | |
5. |
From the circuit shown below, find the value of current in the loop. |
A. | (V/R)/(s+1/RC) |
B. | (V/C)/(s+1/R) |
C. | (V/C)/(s+1/RC) |
D. | (V/R)/(s+1/R) |
Answer» B. (V/C)/(s+1/R) | |
6. |
The s-domain equivalent of the capacitor reduces to a capacitor with impedance? |
A. | sC |
B. | C |
C. | 1/C |
D. | 1/sC |
Answer» E. | |
7. |
The relation between current and voltage in the case of inductor is? |
A. | v=Ldt/di |
B. | v=Ldi/dt |
C. | v=dt/di |
D. | v=di/dt |
Answer» C. v=dt/di | |
8. |
Taking the inverse transform of the voltage across the resistor in the circuit shown in question 9.$ |
A. | Ve<sup>-t/τ</sup> |
B. | Ve<sup>t/τ</sup> |
C. | Ve<sup>tτ</sup> |
D. | Ve<sup>-tτ</sup> |
Answer» B. Ve<sup>t/‚âà√¨‚àö√´</sup> | |
9. |
The voltage across the resistor in the circuit shown in question 6 is? |
A. | Ve<sup>t/R</sup> |
B. | Ve<sup>-t/RC</sup> |
C. | Ve<sup>-t/R</sup> |
D. | Ve<sup>t/RC</sup> |
Answer» C. Ve<sup>-t/R</sup> | |
10. |
After taking the inverse transform of current in the circuit shown in question 6, the value of current is? |
A. | i=(V/C)e<sup>-t/R</sup> |
B. | i=(V/C)e<sup>-t/RC</sup> |
C. | i=(V/R)e<sup>-t/RC</sup> |
D. | i=(V/R)e<sup>-t/R</sup> |
Answer» D. i=(V/R)e<sup>-t/R</sup> | |
11. |
The s-domain equivalent of the capacitor reduces to an capacitor with impedance? |
A. | sC |
B. | C |
C. | 1/C |
D. | 1/sC |
Answer» E. | |
12. |
The voltage and current in a capacitor are related as? |
A. | i=Cdt/dv |
B. | v=Cdv/dt |
C. | i=Cdv/dt |
D. | v=Cdt/dv |
Answer» D. v=Cdt/dv | |
13. |
The s-domain equivalent of the inductor reduces to an inductor with impedance? |
A. | L |
B. | sL |
C. | s<sup>2</sup>L |
D. | s<sup>3</sup>L |
Answer» C. s<sup>2</sup>L | |
14. |
The relation between current and voltage in case of inductor is? |
A. | v=Ldt/di |
B. | v=Ldi/dt |
C. | v=dt/di |
D. | v=di/dt |
Answer» C. v=dt/di | |
15. |
The resistance element __________ while going from the time domain to frequency domain. |
A. | does not change |
B. | increases |
C. | decreases |
D. | increases exponentially |
Answer» B. increases | |