3. The capacitors in the circuit shown below are charged and the switch closes at t = 0 s. 6Ω #100 µF 50 μF 40 Ω: 60 Ω (AVJ, = 9 V #100µF (a) tance, and the time constant of this circuit. Determine the total (equivalent) capacitance, total (equivalent) resis-

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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d. Determine the current through and potential across each resistor when the current is at 50% of its initial value.

e. What is the power output of each resistor when the current is at 50% of its initial value?

3.
The capacitors in the circuit shown below are charged and the switch closes
at t = 0 s.
6 0
100 μF
50 µF
40 2
(AVJ, = 9 V
60 Ω
-100μF
e2013on tn
(a)
tance, and the time constant of this circuit.
Determine the total (equivalent) capacitance, total (equivalent) resis-
Transcribed Image Text:3. The capacitors in the circuit shown below are charged and the switch closes at t = 0 s. 6 0 100 μF 50 µF 40 2 (AVJ, = 9 V 60 Ω -100μF e2013on tn (a) tance, and the time constant of this circuit. Determine the total (equivalent) capacitance, total (equivalent) resis-
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