Consider a RC network made of one resistor and one capacitor in series. Draw the charge stored in the capacitor and the current in the circuit as function of time for both cases, charging and discharging.

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Consider a RC network made of one resistor and one capacitor in series.
Draw the charge stored in the capacitor and the current in the circuit as
function of time for both cases, charging and discharging.
In the circuit shown in the figure below the 20[pF] capacitor initially has a
charge of 3.5 [nc] on its plates. After the switch is closed, what will the
current in the circuit be when the capacitors have lost 80% of their initial
energy?
Hint: Work with the equations for i(t).
10.0 pF
20.0,
pF
非
15.0 pF
25.02
Figure 3
Transcribed Image Text:Consider a RC network made of one resistor and one capacitor in series. Draw the charge stored in the capacitor and the current in the circuit as function of time for both cases, charging and discharging. In the circuit shown in the figure below the 20[pF] capacitor initially has a charge of 3.5 [nc] on its plates. After the switch is closed, what will the current in the circuit be when the capacitors have lost 80% of their initial energy? Hint: Work with the equations for i(t). 10.0 pF 20.0, pF 非 15.0 pF 25.02 Figure 3
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