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This section includes 36 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. |
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. | |
| 2. |
For the circuit shown, determine ZTH for the portion of the circuit external to RL.%! |
| A. | 66.7 ‚Äö√ ‚Ä -33.7¬¨‚àû k≈í¬© |
| B. | 6.67 ‚Äö√ ‚Ä -333.7¬¨‚àû k≈í¬© |
| C. | 14.4 ‚Äö√ ‚Ä -56.3¬¨‚àû k≈í¬© |
| D. | 1.44 ‚Äö√ ‚Ä -33.7¬¨‚àû k≈í¬© |
| Answer» C. 14.4 ‚Äö√ ‚Ä -56.3¬¨‚àû k≈í¬© | |
| 3. |
Referring to the given circuit, find ZTH for the part of the circuit that is external to RL.%! |
| A. | 129 ‚Äö√ ‚Ä 21.4¬¨‚àû ≈í¬© |
| B. | 43.7 ‚Äö√ ‚Ä 68.6¬¨‚àû ≈í¬© |
| C. | 43.7 ‚Äö√ ‚Ä 21.4¬¨‚àû ≈í¬© |
| D. | 12.9 ‚Äö√ ‚Ä 68.6¬¨‚àû ≈í¬© |
| Answer» C. 43.7 ‚Äö√ ‚Ä 21.4¬¨‚àû ≈í¬© | |
| 4. |
Referring to the given circuit, find ZTH if R is 15 kΩ and RL is 38 kΩ.%! |
| A. | 89.82 ‚Äö√ ‚Ä -51.3¬¨‚àû k≈í¬© |
| B. | 19.2 ‚Äö√ ‚Ä -38.3¬¨‚àû k≈í¬© |
| C. | 9.38 ‚Äö√ ‚Ä -51.3¬¨‚àû k≈í¬© |
| D. | 180 ‚Äö√ ‚Ä -38.3¬¨‚àû k≈í¬© |
| Answer» D. 180 ‚Äö√ ‚Ä -38.3¬¨‚àû k≈í¬© | |
| 5. |
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 | |
| 6. |
A Thevenin ac equivalent circuit always consists of an equivalent ac voltage source and an equivalent capacitance.%! |
| A. | True |
| B. | False |
| Answer» C. | |
| 7. |
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. | |
| 8. |
An equivalent circuit is one that produces the same voltage and current to a given load as the original circuit that it replaces.%! |
| A. | True |
| B. | False |
| Answer» B. False | |
| 9. |
The superposition theorem is useful for the analysis of single-source circuits.%! |
| A. | True |
| B. | False |
| Answer» C. | |
| 10. |
Determine VTH for the circuit external to RL in the given figure.%! |
| A. | 135 ‚Äö√ ‚Ä 63.4¬¨‚àû V |
| B. | 13.5 ‚Äö√ ‚Ä 63.4¬¨‚àû V |
| C. | 13.5 ‚Äö√ ‚Ä 0¬¨‚àû V |
| D. | 135 ‚Äö√ ‚Ä 0¬¨‚àû V |
| Answer» C. 13.5 ‚Äö√ ‚Ä 0¬¨‚àû V | |
| 11. |
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 | |
| 12. |
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 | |
| 13. |
For the given circuit, find VTH for the circuit external to RL.%! |
| A. | 4.69 ‚Äö√ ‚Ä 51.3¬¨‚àû V |
| B. | 4.69 ‚Äö√ ‚Ä 38.7¬¨‚àû V |
| C. | 469 ‚Äö√ ‚Ä 38.7¬¨‚àû mV |
| D. | 6 ‚Äö√ ‚Ä 0¬¨‚àû V |
| Answer» C. 469 ‚Äö√ ‚Ä 38.7¬¨‚àû mV | |
| 14. |
If two currents are in the same direction at any instant of time in a given branch of a circuit, the net current at that instant%! |
| A. | Is zero |
| B. | Is the sum of the two currents |
| C. | Is the difference between the two currents |
| D. | Cannot be determined |
| Answer» C. Is the difference between the two currents | |
| 15. |
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 | |
| 16. |
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. | |
| 17. |
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. | |
| 18. |
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 | |
| 19. |
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 | |
| 20. |
One circuit is equivalent to another, in the context of Thevenin's theorem, when the circuits produce the same voltage.%! |
| A. | True |
| B. | False |
| Answer» C. | |
| 21. |
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 | |
| 22. |
The two basic components of a Thevenin equivalent ac circuit are%! |
| A. | The equivalent voltage source and the equivalent series impedance |
| B. | The equivalent voltage source and the equivalent series resistance |
| C. | The equivalent voltage source and the equivalent parallel impedance |
| D. | The equivalent voltage source and the equivalent parallel resistance |
| Answer» B. The equivalent voltage source and the equivalent series resistance | |
| 23. |
The superposition theorem is useful for circuit analysis only in ac circuits.%! |
| A. | True |
| B. | False |
| Answer» C. | |
| 24. |
Determine VTH when R1 is 180 Ω and XL is 90 Ω.%! |
| A. | 135‚Äö√ ‚Ä 63.4¬¨‚àû V |
| B. | 13.5‚Äö√ ‚Ä 63.4¬¨‚àû V |
| C. | 12.2‚Äö√ ‚Ä 0¬¨‚àû V |
| D. | 122‚Äö√ ‚Ä 0¬¨‚àû V |
| Answer» C. 12.2‚Äö√ ‚Ä 0¬¨‚àû V | |
| 25. |
Determine the frequency at which the maximum power is transferred from the amplifier to the speaker in the given figure.%! |
| A. | 1,027 Hz |
| B. | 10,270 Hz |
| C. | 6,330 Hz |
| D. | 63,330 Hz |
| Answer» B. 10,270 Hz | |
| 26. |
Referring to the given circuit, find ZTH if VS is 180° V.%! |
| A. | 9.82 ‚Äö√ ‚Ä -51.3¬¨‚àû k≈í¬© |
| B. | 9.38 ‚Äö√ ‚Ä -51.3¬¨‚àû k≈í¬© |
| C. | 180 ‚Äö√ ‚Ä -38.3¬¨‚àû k≈í¬© |
| D. | 19.2 ‚Äö√ ‚Ä -38.3¬¨‚àû k≈í¬© |
| Answer» C. 180 ‚Äö√ ‚Ä -38.3¬¨‚àû k≈í¬© | |
| 27. |
For the circuit given, determine the Thevenin voltage as seen by RL.%! |
| A. | 0.574 ‚Äö√ ‚Ä 16.7¬¨‚àû V |
| B. | 5.74 ‚Äö√ ‚Ä 16.7¬¨‚àû V |
| C. | 0.574 ‚Äö√ ‚Ä -16.7¬¨‚àû V |
| D. | 5.74 ‚Äö√ ‚Ä -16.7¬¨‚àû V |
| Answer» E. | |
| 28. |
Referring to the given circuit, what is VTH if VS = 12 ‚Äö√ ‚Ä 0¬¨‚àû V?%! |
| A. | 4.69 ‚Äö√ ‚Ä 38.7¬¨‚àû V |
| B. | 9.38 ‚Äö√ ‚Ä 38.7¬¨‚àû V |
| C. | 12 ‚Äö√ ‚Ä 0¬¨‚àû V |
| D. | 6 ‚Äö√ ‚Ä 0¬¨‚àû V |
| Answer» C. 12 ‚Äö√ ‚Ä 0¬¨‚àû V | |
| 29. |
Referring to the given circuit, determine ZTH as seen by RL.%! |
| A. | 1444 ‚Äö√ ‚Ä -48.5¬¨‚àû ≈í¬© |
| B. | 4176 ‚Äö√ ‚Ä -73.3¬¨‚àû ≈í¬© |
| C. | 956 ‚Äö√ ‚Ä -48.5¬¨‚àû ≈í¬© |
| D. | 1444 ‚Äö√ ‚Ä -73.3¬¨‚àû ≈í¬© |
| Answer» B. 4176 ‚Äö√ ‚Ä -73.3¬¨‚àû ≈í¬© | |
| 30. |
*$_Referring to the given circuit, determine ZTH as seen by RL.? |
| A. | 1444 ‚Äö√ ‚Ä -48.5¬¨‚àû ≈í¬© |
| B. | 4176 ‚Äö√ ‚Ä -73.3¬¨‚àû ≈í¬© |
| C. | 956 ‚Äö√ ‚Ä -48.5¬¨‚àû ≈í¬© |
| D. | 1444 ‚Äö√ ‚Ä -73.3¬¨‚àû ≈í¬© |
| Answer» B. 4176 ‚Äö√ ‚Ä -73.3¬¨‚àû ≈í¬© | |
| 31. |
*/*_Referring to the given figure, determine ZTH as seen by RL if R1 is changed to 3.3 kΩ.? |
| A. | 1488 ‚Äö√ ‚Ä -70.7¬¨‚àû ≈í¬© |
| B. | 3859 ‚Äö√ ‚Ä -31.2¬¨‚àû ≈í¬© |
| C. | 5180 ‚Äö√ ‚Ä -50.5¬¨‚àû ≈í¬© |
| D. | 1828 ‚Äö√ ‚Ä -50.2¬¨‚àû ≈í¬© |
| Answer» E. | |
| 32. |
%_Referring to the given figure, determine ZTH as seen by RL if R1 is changed to 3.3 kΩ._% |
| A. | 1488 ‚Äö√ ‚Ä -70.7¬¨‚àû ≈í¬© |
| B. | 3859 ‚Äö√ ‚Ä -31.2¬¨‚àû ≈í¬© |
| C. | 5180 ‚Äö√ ‚Ä -50.5¬¨‚àû ≈í¬© |
| D. | 1828 ‚Äö√ ‚Ä -50.2¬¨‚àû ≈í¬© |
| Answer» E. | |
| 33. |
__Determine VTH if R1 is changed to 3.3 kΩ.__ |
| A. | 0.574 ‚Äö√ ‚Ä 16.7¬¨‚àû V |
| B. | 4.63 ‚Äö√ ‚Ä 16.7¬¨‚àû V |
| C. | 4.63 ‚Äö√ ‚Ä 39.5¬¨‚àû V |
| D. | 0.463 ‚Äö√ ‚Ä 39.5¬¨‚àû V |
| Answer» D. 0.463 ‚Äö√ ‚Ä 39.5¬¨‚àû V | |
| 34. |
Referring to the given circuit, what is ZTH if R1 is changed to 220 Ω?$? |
| A. | 225 ‚Äö√ ‚Ä 12.1¬¨‚àû ≈í¬© |
| B. | 225 ‚Äö√ ‚Ä 77.9¬¨‚àû ≈í¬© |
| C. | 46 ‚Äö√ ‚Ä 77.9¬¨‚àû ≈í¬© |
| D. | 46 ‚Äö√ ‚Ä 12.1¬¨‚àû ≈í¬© |
| Answer» D. 46 ‚Äö√ ‚Ä 12.1¬¨‚àû ≈í¬© | |
| 35. |
Referring to the given circuit, what is ZTH if R1 is changed to 220 Ω?? |
| A. | 225 ‚Äö√ ‚Ä 12.1¬¨‚àû ≈í¬© |
| B. | 225 ‚Äö√ ‚Ä 77.9¬¨‚àû ≈í¬© |
| C. | 46 ‚Äö√ ‚Ä 77.9¬¨‚àû ≈í¬© |
| D. | 46 ‚Äö√ ‚Ä 12.1¬¨‚àû ≈í¬© |
| Answer» D. 46 ‚Äö√ ‚Ä 12.1¬¨‚àû ≈í¬© | |
| 36. |
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 | |