3. Consider the circuit below, with a 12V battery connected between the leads on the left. =12v S 4.00 ww 2.00 F 8.00 n ww 4.00 µF £8.00 N ww 2.00 a. Find the equivalent resistance and equivalent capacitance of the circuit. ( Red su rea 8+ 8 = 4+ 2 b. Find the capacitive time constant. c. How much charge and voltage will be across each capacitor after 102 seconds? After an hour what will the total charge be? (Estimate this as t = infinity). After the hour has passed, what current will flow through each resistor?
3. Consider the circuit below, with a 12V battery connected between the leads on the left. =12v S 4.00 ww 2.00 F 8.00 n ww 4.00 µF £8.00 N ww 2.00 a. Find the equivalent resistance and equivalent capacitance of the circuit. ( Red su rea 8+ 8 = 4+ 2 b. Find the capacitive time constant. c. How much charge and voltage will be across each capacitor after 102 seconds? After an hour what will the total charge be? (Estimate this as t = infinity). After the hour has passed, what current will flow through each resistor?
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Transcribed Image Text:3. Consider the circuit below, with a 12V battery connected between the leads on the left.
=12v
S
ww
2.00 Ω
4.00
ww
2.00 µF
8.00 N
ww
4.00 μF
18.00 Ω
a. Find the equivalent resistance and equivalent capacitance of the circuit.
Row
8
2
rea
b. Find the capacitive time constant.
c. How much charge and voltage will be across each capacitor after 102 seconds?
After an hour what will the total charge be? (Estimate this as t = infinity). After the
hour has passed, what current will flow through each resistor? (<)
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