10. The capacitors in the figure are charged such that the total voltage drop across the combination of capacitors is 10 V, then you closed the switch and immediately started your stopwatch at t=0 s, and the capacitors start discharging. a. Find the current in the circuit at time t = 100 s b. At what time has the current in the circuit decayed to half the value it had immediately after the switch was closed? (AVC) = 10 V 60 µF : 60 μF :20 μF 8 Ω ww 30 02: 20 Ω

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10. The capacitors in the figure are charged such that the total voltage drop across the combination of
capacitors is 10 V, then you closed the switch and immediately started your stopwatch at t=0 s, and the
capacitors start discharging.
a. Find the current in the circuit at time t = 100 s
b.
At what time has the current in the circuit decayed to half the value it had immediately after the switch
was closed?
(AVC) = 10 V
60 µF
: 60 μF
20 μF
8 Ω
ww
30 02:
2002
Transcribed Image Text:10. The capacitors in the figure are charged such that the total voltage drop across the combination of capacitors is 10 V, then you closed the switch and immediately started your stopwatch at t=0 s, and the capacitors start discharging. a. Find the current in the circuit at time t = 100 s b. At what time has the current in the circuit decayed to half the value it had immediately after the switch was closed? (AVC) = 10 V 60 µF : 60 μF 20 μF 8 Ω ww 30 02: 2002
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