

InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
51. |
The transform impedance of the capacitor is?(a) C(b) 1/C(c) sC(d) 1/sCI got this question in an internship interview.My doubt stems from The Concept of Complex Frequency in division S-Domain Analysis of Network Theory |
Answer» Correct OPTION is (d) 1/sC |
|
52. |
The transform admittance of the capacitor is?(a) 1/sC(b) sC(c) 1/C(d) CThis question was posed to me in an interview for job.This intriguing question comes from The Concept of Complex Frequency in portion S-Domain Analysis of Network Theory |
Answer» Correct option is (b) sC |
|
53. |
The equivalent transform circuit contains an admittance of value ____ and equivalent transform current source.(a) 1/L(b) 1/sL(c) L(d) sLThe question was posed to me in unit test.This intriguing question comes from The Concept of Complex Frequency topic in section S-Domain Analysis of Network Theory |
Answer» RIGHT ANSWER is (b) 1/sL Easy explanation: The time domain REPRESENTATION of inductor L has initial current iL(0^+). The equivalent transform circuit contains an admittance of VALUE 1/sL and equivalent transform current source. |
|
54. |
The ratio of transform voltage to the transform current is defined as _________ of the resistor.(a) transform voltage(b) transform current(c) transform impedance(d) transform admittanceThe question was asked in semester exam.I'd like to ask this question from The Concept of Complex Frequency in portion S-Domain Analysis of Network Theory |
Answer» Right choice is (c) transform impedance |
|
55. |
The transform admittance of the inductor is?(a) 1/sL(b) sL(c) 1/L(d) LI had been asked this question in semester exam.I need to ask this question from The Concept of Complex Frequency topic in division S-Domain Analysis of Network Theory |
Answer» RIGHT OPTION is (a) 1/sL The best I can explain: The transform admittance of the INDUCTOR is YL(s) = I1(s)/VL(s) = 1/sL where I1(s) is the TOTAL transform current through the inductor L. |
|
56. |
The transform impedance of the inductor is?(a) L(b) 1/L(c) sL(d) 1/sLThe question was asked during an internship interview.The question is from The Concept of Complex Frequency topic in portion S-Domain Analysis of Network Theory |
Answer» The correct option is (c) SL |
|
57. |
The ratio of transform current to the transform voltage is defined as ________ of the resistor.(a) transform admittance(b) transform impedance(c) transform current(d) transform voltageI had been asked this question at a job interview.This key question is from The Concept of Complex Frequency topic in division S-Domain Analysis of Network Theory |
Answer» Right choice is (a) transform ADMITTANCE |
|
58. |
The real part of the complex frequency is called?(a) radian frequency(b) neper frequency(c) sampling frequency(d) angular frequencyI have been asked this question during a job interview.The above asked question is from The Concept of Complex Frequency topic in portion S-Domain Analysis of Network Theory |
Answer» The CORRECT CHOICE is (b) NEPER FREQUENCY |
|
59. |
The imaginary part of the complex frequency is called?(a) angular frequency(b) sampling frequency(c) neper frequency(d) radian frequencyI got this question during an online interview.My enquiry is from The Concept of Complex Frequency in portion S-Domain Analysis of Network Theory |
Answer» RIGHT option is (d) radian frequency The best I can explain: The complex NUMBER consists of two parts, the real part of the complex frequency is called radian frequency. The radian frequency is expressed in radian/sec and is RELATED to the frequency or the periodic time. |
|
60. |
The solution of differential equations for networks is of the form?(a) i(t)=Kn e^(sn t)(b) i(t)=Kn e^(-sn t)(c) i(t)=-Kn e^(-sn t)(d) i(t)=-Kn e^(sn t)I have been asked this question by my college director while I was bunking the class.This intriguing question originated from The Concept of Complex Frequency in chapter S-Domain Analysis of Network Theory |
Answer» Right option is (a) i(t)=Kn e^(sn t) |
|