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This section includes 62 Mcqs, each offering curated multiple-choice questions to sharpen your Electrical Engineering knowledge and support exam preparation. Choose a topic below to get started.
1. |
In an ac circuit, power to the load peaks at the frequency at which the load impedance is the complex conjugate of the output impedance. |
A. | True |
B. | False |
Answer» B. False | |
2. |
In order to get maximum power transfer from a capacitive source, the load must have an impedance that is the complex conjugate of the source impedance. |
A. | True |
B. | False |
Answer» B. False | |
3. |
Thevenin's theorem provides a method for the reduction of any ac circuit to an equivalent form consisting of an equivalent current source in parallel with an equivalent impedance. |
A. | True |
B. | False |
Answer» C. | |
4. |
The superposition theorem is useful for the analysis of single-source circuits. |
A. | True |
B. | False |
Answer» C. | |
5. |
Like Thevenin's theorem, Norton's theorem provides a method of reducing a more complex circuit to a simpler, more manageable form for analysis. |
A. | True |
B. | False |
Answer» B. False | |
6. |
Norton's theorem provides a method for the reduction of any ac circuit to an equivalent form consisting of an equivalent voltage source in series with an equivalent impedance. |
A. | True |
B. | False |
Answer» C. | |
7. |
A Thevenin ac equivalent circuit always consists of an equivalent ac voltage source and an equivalent capacitance. |
A. | True |
B. | False |
Answer» C. | |
8. |
The superposition theorem is useful for circuit analysis only in ac circuits. |
A. | True |
B. | False |
Answer» C. | |
9. |
Referring to the given circuit, |
A. | must be in parallel with |
B. | must be placed in parallel with |
C. | must have a reactance equal to |
D. | has no effect on the result |
Answer» E. | |
10. |
Referring to the given circuit, how much power, in watts, is delivered to the speaker at the determined frequency if = 4.5 V? |
A. | 226 mW |
B. | 2.26 mW |
C. | 4.24 mW |
D. | 424 mW |
Answer» E. | |
11. |
Referring to the given figure, determine ZTH as seen by RL if R1 is changed to 3.3 k. |
A. | 1488–70.7° |
B. | 3859 –31.2° |
C. | 5180 –50.5° |
D. | 1828–50.2° |
Answer» E. | |
12. |
Referring to the given circuit, what is VTH if VS = 120° V? |
A. | 4.6938.7° V |
B. | 9.3838.7° V |
C. | 120° V |
D. | 60° V |
Answer» C. 120° V | |
13. |
Determine VTH if R1 is changed to 3.3 k. |
A. | 0.57416.7° V |
B. | 4.6316.7° V |
C. | 4.6339.5° V |
D. | 0.46339.5° V |
Answer» D. 0.46339.5° V | |
14. |
Referring to the given circuit, find ZTH for the part of the circuit that is external to RL. |
A. | 29 ∠21.4° Ω |
B. | 3.7 ∠68.6° Ω |
C. | 3.7 ∠21.4° Ω |
D. | 2.9 ∠68.6° Ω |
Answer» C. 3.7 ∠21.4° Ω | |
15. |
Referring to the given figure, determine ZTH as seen by RL if R1 is changed to 3.3 kΩ. |
A. | 488 ∠-70.7° Ω |
B. | 859 ∠-31.2° Ω |
C. | 180 ∠-50.5° Ω |
D. | 828 ∠-50.2° Ω |
Answer» E. | |
16. |
Determine VTH if R1 is changed to 3.3 kΩ. |
A. | .574 ∠16.7° V |
B. | .63 ∠16.7° V |
C. | .63 ∠39.5° V |
D. | .463 ∠39.5° V |
Answer» D. .463 ∠39.5° V | |
17. |
Referring to the given circuit, what is ZTH if R1 is changed to 220 Ω? |
A. | 25 ∠12.1° Ω |
B. | 25 ∠77.9° Ω |
C. | 6 ∠77.9° Ω |
D. | 6 ∠12.1° Ω |
Answer» D. 6 ∠12.1° Ω | |
18. |
Referring to the given circuit, find ZTH if R is 15 kΩ and RL is 38 kΩ. |
A. | 9.82 ∠-51.3° kΩ |
B. | 9.2 ∠-38.3° kΩ |
C. | .38 ∠-51.3° kΩ |
D. | 80 ∠-38.3° kΩ |
Answer» D. 80 ∠-38.3° kΩ | |
19. |
Determine VTH when R1 is 180 Ω and XL is 90 Ω. |
A. | 35∠63.4° V |
B. | 3.5∠63.4° V |
C. | 2.2∠0° V |
D. | 22∠0° V |
Answer» C. 2.2∠0° V | |
20. |
Referring to the given circuit, find ZTH if VS is 180° V. |
A. | .82 ∠-51.3° kΩ |
B. | .38 ∠-51.3° kΩ |
C. | 80 ∠-38.3° kΩ |
D. | 9.2 ∠-38.3° kΩ |
Answer» C. 80 ∠-38.3° kΩ | |
21. |
Referring to the given circuit, what is VTH if VS = 12 ∠0° V? |
A. | .69 ∠38.7° V |
B. | .38 ∠38.7° V |
C. | 2 ∠0° V |
D. | ∠0° V |
Answer» C. 2 ∠0° V | |
22. |
For the circuit shown, determine ZTH for the portion of the circuit external to RL. |
A. | 66.7 ∠-33.7° kΩ |
B. | 6.67 ∠-333.7° kΩ |
C. | 14.4 ∠-56.3° kΩ |
D. | 1.44 ∠-33.7° kΩ |
Answer» C. 14.4 ∠-56.3° kΩ | |
23. |
Referring to the given circuit, find ZTH for the part of the circuit that is external to RL. |
A. | 129 ∠21.4° Ω |
B. | 43.7 ∠68.6° Ω |
C. | 43.7 ∠21.4° Ω |
D. | 12.9 ∠68.6° Ω |
Answer» C. 43.7 ∠21.4° Ω | |
24. |
Referring to the given circuit, determine ZTH as seen by RL. |
A. | 1444 ∠-48.5° Ω |
B. | 4176 ∠-73.3° Ω |
C. | 956 ∠-48.5° Ω |
D. | 1444 ∠-73.3° Ω |
Answer» B. 4176 ∠-73.3° Ω | |
25. |
Referring to the given figure, determine ZTH as seen by RL if R1 is changed to 3.3 kΩ. |
A. | 1488 ∠-70.7° Ω |
B. | 3859 ∠-31.2° Ω |
C. | 5180 ∠-50.5° Ω |
D. | 1828 ∠-50.2° Ω |
Answer» E. | |
26. |
Determine VTH if R1 is changed to 3.3 kΩ. |
A. | 0.574 ∠16.7° V |
B. | 4.63 ∠16.7° V |
C. | 4.63 ∠39.5° V |
D. | 0.463 ∠39.5° V |
Answer» D. 0.463 ∠39.5° V | |
27. |
Referring to the given circuit, what is ZTH if R1 is changed to 220 Ω? |
A. | 225 ∠12.1° Ω |
B. | 225 ∠77.9° Ω |
C. | 46 ∠77.9° Ω |
D. | 46 ∠12.1° Ω |
Answer» D. 46 ∠12.1° Ω | |
28. |
Norton's theorem gives |
A. | An equivalent current source in parallel with an equivalent impedance |
B. | An equivalent current source in series with an equivalent impedance |
C. | An equivalent voltage source in parallel with an equivalent impedance |
D. | An equivalent voltage source in series with an equivalent impedance |
Answer» B. An equivalent current source in series with an equivalent impedance | |
29. |
Thevenin's theorem provides a method for the reduction of any ac circuit to an equivalent form consisting of an equivalent current source in parallel with an equivalent impedance. |
A. | True |
B. | False |
Answer» C. | |
30. |
Norton's theorem provides a method for the reduction of any ac circuit to an equivalent form consisting of an equivalent voltage source in series with an equivalent impedance. |
A. | True |
B. | False |
Answer» C. | |
31. |
The Norton equivalent current is |
A. | The current through the load |
B. | The open-current from the source |
C. | The short circuit current |
D. | None of the above |
Answer» D. None of the above | |
32. |
In order to get maximum power transfer from a capacitive source, the load must |
A. | Have a capacitive reactance equal to circuit resistance |
B. | Have an impedance that is the complex conjugate of the source impedance |
C. | Be as capacitive as it is inductive |
D. | None of the above |
Answer» C. Be as capacitive as it is inductive | |
33. |
The superposition theorem is useful for circuit analysis only in ac circuits. |
A. | True |
B. | False |
Answer» C. | |
34. |
Referring to the given circuit, find ZTH if R is 15 kΩ and RL is 38 kΩ. |
A. | 89.82 ∠-51.3° kΩ |
B. | 19.2 ∠-38.3° kΩ |
C. | 9.38 ∠-51.3° kΩ |
D. | 180 ∠-38.3° kΩ |
Answer» D. 180 ∠-38.3° kΩ | |
35. |
A Thevenin ac equivalent circuit always consists of an equivalent ac voltage source and an equivalent capacitance. |
A. | True |
B. | False |
Answer» C. | |
36. |
Determine VTH for the circuit external to RL in the given figure. |
A. | 135 ∠63.4° V |
B. | 13.5 ∠63.4° V |
C. | 13.5 ∠0° V |
D. | 135 ∠0° V |
Answer» C. 13.5 ∠0° V | |
37. |
In order to get maximum power transfer from a capacitive source, the load must have an impedance that is the complex conjugate of the source impedance. |
A. | True |
B. | False |
Answer» B. False | |
38. |
In an ac circuit, power to the load peaks at the frequency at which the load impedance is the complex conjugate of the output impedance. |
A. | True |
B. | False |
Answer» B. False | |
39. |
Referring to the given circuit, L |
A. | Must be in parallel with RL |
B. | Must be placed in parallel with VS |
C. | Must have a reactance equal to XC |
D. | Has no effect on the result |
Answer» E. | |
40. |
The superposition theorem is useful for the analysis of single-source circuits. |
A. | True |
B. | False |
Answer» C. | |
41. |
Like Thevenin's theorem, Norton's theorem provides a method of reducing a more complex circuit to a simpler, more manageable form for analysis. |
A. | True |
B. | False |
Answer» B. False | |
42. |
For the given circuit, find VTH for the circuit external to RL. |
A. | 4.69 ∠51.3° V |
B. | 4.69 ∠38.7° V |
C. | 469 ∠38.7° mV |
D. | 6 ∠0° V |
Answer» C. 469 ∠38.7° mV | |
43. |
Determine VTH when R1 is 180 Ω and XL is 90 Ω. |
A. | 135∠63.4° V |
B. | 13.5∠63.4° V |
C. | 12.2∠0° V |
D. | 122∠0° V |
Answer» C. 12.2∠0° V | |
44. |
Referring to the given circuit, find ZTH if VS is 180° V. |
A. | 9.82 ∠-51.3° kΩ |
B. | 9.38 ∠-51.3° kΩ |
C. | 180 ∠-38.3° kΩ |
D. | 19.2 ∠-38.3° kΩ |
Answer» C. 180 ∠-38.3° kΩ | |
45. |
Referring to the given circuit, what is VTH if VS = 12 ∠0° V? |
A. | 4.69 ∠38.7° V |
B. | 9.38 ∠38.7° V |
C. | 12 ∠0° V |
D. | 6 ∠0° V |
Answer» C. 12 ∠0° V | |
46. |
The Thevenin equivalent voltage is |
A. | equal to the source voltage |
B. | the same as the load voltage |
C. | the open circuit voltage |
D. | none of the above |
Answer» D. none of the above | |
47. |
An equivalent circuit is one that produces the same voltage and current to a given load as the original circuit that it replaces. |
A. | 1 |
B. | |
Answer» B. | |
48. |
Referring to the given circuit, how much power, in watts, is delivered to the speaker at the determined frequency if VS = 4.5 VRMS? |
A. | 226 mW |
B. | 2.26 mW |
C. | 4.24 mW |
D. | 424 mW |
Answer» E. | |
49. |
In applying the superposition theorem, |
A. | the sources are considered one at a time with all others replaced by their internal impedance |
B. | all sources are considered independently |
C. | all sources are considered simultaneously |
D. | the sources are considered one at a time with all others replaced by their internal resistance |
Answer» B. all sources are considered independently | |
50. |
Referring to the given circuit, what is VTH if VS = 120° V? |
A. | 4.6938.7° V |
B. | 9.3838.7° V |
C. | 120° V |
D. | 60° V |
Answer» C. 120¬∞ V | |