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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. | Find the Norton’s current in the circuit shown below. | 
| A. | 40∠30⁰ | 
| B. | 40∠-30⁰ | 
| C. | 30∠30⁰ | 
| D. | 30∠-30⁰ | 
| Answer» D. 30∠-30⁰ | |
| 2. | Determine Norton’s equivalent impedance in the circuit shown below. | 
| A. | (5+j6) Ω | 
| B. | (5-j6) Ω | 
| C. | (6+j7) Ω | 
| D. | (6-j7) Ω | 
| Answer» B. (5-j6) Ω | |
| 3. | Find the load current in the circuit shown below. | 
| A. | 3.19∠166.61⁰ | 
| B. | 3.19∠-166.61⁰ | 
| C. | 4.19∠166.61⁰ | 
| D. | 4.19∠-166.61⁰ | 
| Answer» C. 4.19∠166.61⁰ | |
| 4. | Find the Norton’s current passing through ‘ab’ in the circuit shown below. | 
| A. | 4.16∠126.8⁰ | 
| B. | 5.16∠126.8⁰ | 
| C. | 5.16∠-126.8⁰ | 
| D. | 4.16∠-126.8⁰ | 
| Answer» E. | |
| 5. | Determine the Norton’s impedance seen from terminals ‘ab’. | 
| A. | 6∠90⁰ | 
| B. | 7∠90⁰ | 
| C. | 6∠-90⁰ | 
| D. | 7∠-90⁰ | 
| Answer» D. 7∠-90⁰ | |
| 6. | The Norton’s equivalent impedance in the circuit shown below. | 
| A. | 4.53∠9.92⁰ | 
| B. | 4.53∠-9.92⁰ | 
| C. | 5.53∠9.92⁰ | 
| D. | 5.53∠-9.92⁰ | 
| Answer» B. 4.53∠-9.92⁰ | |
| 7. | Determine Norton’s equivalent current in the circuit shown below. | 
| A. | 5∠53.13⁰ | 
| B. | 4∠53.13⁰ | 
| C. | 4∠53.13⁰ | 
| D. | 5∠-53.13⁰ | 
| Answer» E. | |
| 8. | The expression of equivalent impedance (ZN) in the circuit shown below is? | 
| A. | (Z1+Z2)/Z1 | 
| B. | (Z1+Z2)/Z2 | 
| C. | Z1Z2/(Z1+Z2) | 
| D. | Z1+Z2 | 
| Answer» D. Z1+Z2 | |
| 9. | The expression of Norton’s current (IN) in the circuit shown below is? | 
| A. | V/Z1 | 
| B. | V/Z2 | 
| C. | V(Z2/(Z1+Z2)) | 
| D. | VZ1/(Z1+Z2) | 
| Answer» B. V/Z2 | |
| 10. | Norton’s current is equal to the current passing through the ___________ circuited ___________ terminals. | 
| A. | short, input | 
| B. | short, output | 
| C. | open, output | 
| D. | open, input | 
| Answer» C. open, output | |
| 11. | Find the Norton’s current in the circuit shown in the question 9.$# | 
| A. | 40∠30⁰ | 
| B. | 40∠-30⁰ | 
| C. | 30∠30⁰ | 
| D. | 30∠-30⁰ | 
| Answer» D. 30‚Äö√Ñ√∂‚àö‚Ć‚Äö√тĆ-30‚Äö√Ñ√∂‚àö√ñ‚Äö√†√ª | |
| 12. | Find the load current in the circuit shown in the question 6? | 
| A. | 3.19∠166.61⁰ | 
| B. | 3.19∠-166.61⁰ | 
| C. | 4.19∠166.61⁰ | 
| D. | 4.19∠-166.61⁰ | 
| Answer» C. 4.19‚Äö√Ñ√∂‚àö‚Ć‚Äö√тĆ166.61‚Äö√Ñ√∂‚àö√ñ‚Äö√†√ª | |
| 13. | Find the Norton’s current passing through ‘ab’ in the circuit shown in the question 6.$ | 
| A. | 4.16∠126.8⁰ | 
| B. | 5.16∠126.8⁰ | 
| C. | 5.16∠-126.8⁰ | 
| D. | 4.16∠-126.8⁰ | 
| Answer» E. | |
| 14. | The Norton’s equivalent impedance in the circuit shown in the question 4.$ | 
| A. | 4.53∠9.92⁰ | 
| B. | 4.53∠-9.92⁰ | 
| C. | 5.53∠9.92⁰ | 
| D. | 5.53∠-9.92⁰ | 
| Answer» B. 4.53‚Äö√Ñ√∂‚àö‚Ć‚Äö√тĆ-9.92‚Äö√Ñ√∂‚àö√ñ‚Äö√†√ª | |
| 15. | The expression of equivalent impedance (ZN) in the circuit shown in the question 2 is? | 
| A. | (Z<sub>1</sub>+Z<sub>2</sub>)/Z<sub>1</sub> | 
| B. | (Z<sub>1</sub>+Z<sub>2</sub>)/Z<sub>2</sub> | 
| C. | Z<sub>1</sub>Z<sub>2</sub>/(Z<sub>1</sub>+Z<sub>2</sub>) | 
| D. | Z<sub>1</sub>+Z<sub>2</sub> | 
| Answer» D. Z<sub>1</sub>+Z<sub>2</sub> | |
| 16. | Norton’s current is equal to the current passing through the ___________ circuited ___________ terminals. | 
| A. | short, input | 
| B. | short, output | 
| C. | open, output | 
| D. | open, input | 
| Answer» C. open, output | |