Quiz (CAN)-S3 EEE

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Quiz (CAN)-S3 EEE

name *

Roll No:1 ABHINAV T K

Roll No:2 ALBERT JOE JUSTINE

Roll No:3 ASWATHI K

Roll No:4 FATHIMA MUFEEDHA V M

Roll No:5 KEERTHANA V S

Roll No:6 KHADEEJA FARSIN T

Roll No:7 MIHIRSEN K S

Roll No:8 MOHAMMED JASEEL PM

Roll No:9 MUHAMMED MISEHAB N

Roll No:10 RAZIN HUSSAIN V

Roll No:11 RISHANJAL MUHAMMEDU

Roll No:12 RISHITH V

Roll No:13 SADIKUL HAQUE TT

Roll No:14 SHAHANA P T

Roll No:15 SHAMIL NAZIR

Roll No:16 SHEHMA P K

Roll No:17 SHIFANA

Roll No:18 SRAVYA A V

Roll No:19 SREELAKSHMI P P

Required

e mail *

1. The s-domain equivalent of the inductor reduces to an inductor with impedance?

1 point

s2L

s3L

Clear selection

2. A circuit is given in the figure below. The Thevenin equivalent as viewed from terminals x and x’ is ___________ *

1 point

8 V and 6 Ω

5 V and 6 Ω

5 V and 32 Ω

8 V and 32 Ω

3. For the circuit given in figure below, the Thevenin equivalent as viewed from terminals y and y’ is _________ *

1 point

8 V and 32 Ω

4 V and 32 Ω

5 V and 6 Ω

7 V and 6 Ω

4. In the following circuit, when R = 0 Ω, the current IR equals to 10 A. The value of R, for which maximum power is absorbed by it is ___________ *

1 point

4 Ω

3 Ω

2 Ω

1 Ω

5. For the circuit shown in the figure below, the Thevenin voltage and resistance looking into X-Y are __________ *

1 point

4/3 V and 2 ohm

4V and 2/3 ohm

4/3 V and 2/ ohm

4 V and 2 ohm

6. In the figure given below, the value of the source voltage is ___________ *

1 point

12 V

24 V

30 V

44 V

7. The Thevenin equivalent impedance Z between the nodes P and Q in the following circuit is __________ *

1 point

1+s

1+s+1/s

2+s+1/s

8. Find the Norton equivalent current flowing between terminals A and B (10 ohm) of the circuit shown below. *

1 point

9. . Superposition theorem states that the response in any element is the ____________ of the responses that can be expected to flow if each source acts independently of other sources. *

1 point

algebraic sum

vector sum

multiplication

subtraction

10. From the circuit shown below, find the value of current in the loop. *

1 point

(V/R)/(s+1/RC)

(V/C)/(s+1/R)

(V/C)/(s+1/RC)

(V/R)/(s+1/R

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