1. Applying Kirchhoff's laws to RL & RC transient circuits produces Equations of type: c. Differential d. Exponential a. Time-Depend b. Time-Variable 2. If we append an inductance in series to an RC series circuit, the time constant will be......... a Increases b. Decreases c. Increases and Decreases d. Increases or Decreases 3. The absorbed energy transient occur in the ............. a. resistor. b.boil. c. capacitor. d. resistor, Inductor and capacitor.
1. Applying Kirchhoff's laws to RL & RC transient circuits produces Equations of type: c. Differential d. Exponential a. Time-Depend b. Time-Variable 2. If we append an inductance in series to an RC series circuit, the time constant will be......... a Increases b. Decreases c. Increases and Decreases d. Increases or Decreases 3. The absorbed energy transient occur in the ............. a. resistor. b.boil. c. capacitor. d. resistor, Inductor and capacitor.
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![1. Applying Kirchhoff's laws to RL & RC transient circuits produces Equations of type:
a. Time-Depend
b. Time-Variable
c. Differential
d. Exponential
2. If we append an inductance in series to an RC series circuit, the time constant will be.........
a Increases
b. Decreases
c. Increases and Decreases d. Increases or Decreases
3. The absorbed energy transient occur in the ..........
a. resistor.
b. coil.
c. capacitor.
d. resistor, Inductor and capacitor.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F19d026a6-d603-4068-bb73-cafe40a229eb%2F7285c632-02ba-4916-9709-25edd5bf89d9%2Fgffw5q_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Applying Kirchhoff's laws to RL & RC transient circuits produces Equations of type:
a. Time-Depend
b. Time-Variable
c. Differential
d. Exponential
2. If we append an inductance in series to an RC series circuit, the time constant will be.........
a Increases
b. Decreases
c. Increases and Decreases d. Increases or Decreases
3. The absorbed energy transient occur in the ..........
a. resistor.
b. coil.
c. capacitor.
d. resistor, Inductor and capacitor.
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