One capacitor C, = 3 µF is charged up using a V, = 3 volt battery, then %3D disconnect from the battery. Another capacitor C = 5 µF is charged up using a V, 4 volt battery, then also disconnected from its battery. The capacitors are finally connected with their voltages reverse to make a circuit when the switches are closed simultaneously. Now the switches are opened again. Find the new voltages and charges of each capacitor. %3D %3D C1 C2

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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One capacitor C, = 3 µF is charged up using a V, = 3 volt battery, then
%3D
disconnect from the battery. Another capacitor C = 5 µF is charged up using a V1 =
4 volt battery, then also disconnected from its battery. The capacitors are finally
connected with their voltages reverse to make a circuit when the switches are closed
simultaneously. Now the switches are opened again. Find the new voltages and charges
of each capacitor.
%3D
C1 C2
Transcribed Image Text:One capacitor C, = 3 µF is charged up using a V, = 3 volt battery, then %3D disconnect from the battery. Another capacitor C = 5 µF is charged up using a V1 = 4 volt battery, then also disconnected from its battery. The capacitors are finally connected with their voltages reverse to make a circuit when the switches are closed simultaneously. Now the switches are opened again. Find the new voltages and charges of each capacitor. %3D C1 C2
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