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This section includes 16 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. |
Determine the value of Ø in the circuit shown below. |
A. | 0.25 |
B. | 0.5 |
C. | 0.75 |
D. | 1 |
Answer» D. 1 | |
2. |
The value of Z12 in the circuit shown below is? |
A. | 1.1 |
B. | 2.2 |
C. | 3.3 |
D. | 4.4 |
Answer» E. | |
3. |
The value of Z11 in the circuit shown below is? |
A. | 1.8 |
B. | 2.8 |
C. | 3.8 |
D. | 4.8 |
Answer» D. 4.8 | |
4. |
Determine the transmission parameter D in the circuit shown below. |
A. | 3/5 |
B. | 4/5 |
C. | 7/5 |
D. | 2/5 |
Answer» D. 2/5 | |
5. |
Determine the transmission parameter C in the circuit shown below. |
A. | 2/5 |
B. | 1/5 |
C. | 4/5 |
D. | 3/5 |
Answer» C. 4/5 | |
6. |
Determine the transmission parameter B in the circuit shown below. |
A. | 17/5 |
B. | 5/17 |
C. | 13/5 |
D. | 5/13 |
Answer» B. 5/17 | |
7. |
Determine the transmission parameter A in the circuit shown below. |
A. | 3/4 |
B. | 4/3 |
C. | 5/6 |
D. | 6/5 |
Answer» E. | |
8. |
The relation between Z12 and Z11 and B and C parameters if the network is symmetrical is? |
A. | Z11 = Z12 = B/C |
B. | Z11 = Z12 = C/B |
C. | Z11 = Z12 = √(B/C) |
D. | Z11 = Z12 = √(C/B) |
Answer» D. Z11 = Z12 = √(C/B) | |
9. |
The relation between Z11 and Z12 if the network is symmetrical is? |
A. | Z11 = 2 Z12 |
B. | Z11 = Z12 |
C. | Z11 = 3 Z12 |
D. | Z11 = 4 Z12 |
Answer» C. Z11 = 3 Z12 | |
10. |
THE_VALUE_OF_Z12_IN_THE_CIRCUIT_SHOWN_IN_QUESTION_4_IS??$ |
A. | 1.1 |
B. | 2.2 |
C. | 3.3 |
D. | 4.4 |
Answer» E. | |
11. |
Determine_the_value_of_√ò_in_the_circuit_shown_in_question_4.$# |
A. | 0.25 |
B. | 0.5 |
C. | 0.75 |
D. | 1 |
Answer» D. 1 | |
12. |
The value of Z11 in the circuit shown in question 4 is? |
A. | 1.8 |
B. | 2.8 |
C. | 3.8 |
D. | 4.8 |
Answer» D. 4.8 | |
13. |
Determine the transmission parameter B in the circuit shown in question 4. |
A. | 17/5 |
B. | 5/17 |
C. | 13/5 |
D. | 5/13 |
Answer» B. 5/17 | |
14. |
The relation between Z12 and Z11 and B and C parameters if the network is symmetrical is? |
A. | Z<sub>11</sub> = Z<sub>12</sub> = B/C |
B. | Z<sub>11</sub> = Z<sub>12</sub> = C/B |
C. | Z<sub>11</sub> = Z<sub>12</sub> =‚àö(B/C) |
D. | Z<sub>11</sub> = Z<sub>12</sub> = ‚àö(C/B) |
Answer» D. Z<sub>11</sub> = Z<sub>12</sub> = ‚Äö√Ñ√∂‚àö‚Ć‚àö‚àÇ(C/B) | |
15. |
The relation between Z11 and Z12 if the network is symmetrical is? |
A. | Z<sub>11</sub> = 2 Z<sub>12</sub> |
B. | Z<sub>11</sub> = Z<sub>12</sub> |
C. | Z<sub>11</sub> = 3 Z<sub>12</sub> |
D. | Z<sub>11</sub> = 4 Z<sub>12</sub> |
Answer» C. Z<sub>11</sub> = 3 Z<sub>12</sub> | |
16. |
A network is said to be symmetrical if the relation between A and D is? |
A. | A = D |
B. | A = 2 D |
C. | A = 3 D |
D. | A = 4 D |
Answer» B. A = 2 D | |