AP PHY Circuit Help: Solve 5 Questions

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The discussion revolves around solving five questions related to a circuit involving capacitors and resistors. Participants are particularly challenged by calculating the current through a 10-ohm resistor and understanding the flow of current from the capacitors. There is confusion regarding the total capacitance and the effect of cutting a wire between the capacitors, with suggestions that the circuit should be analyzed after reaching equilibrium. The calculations for voltage and charge stored on capacitors are also discussed, emphasizing the need for clarity in understanding circuit behavior. Overall, the thread highlights the complexities of circuit analysis involving capacitors and resistors.
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This one has me stumped. Here is the circuit
http://img90.imageshack.us/img90/6204/circuitdn1.jpg

I will go through all the 5 questions.

A) Calculate the total capacitance of the circuit.
18 uF=.5CV^2, 36uF=CV^2, 36uF/36v=1uColoumb. Correct?

B) Calculate the current in the 10 ohm resistor.
This is where we're stuck, there's going to be current coming off the capacitors, but which was will it flow? They have more potential difference than the battery, and I'm not sure how to figure that part out.

We have - I(20 ohm + 10 ohm)=6v, which would be 6/30=I. But this is only one loop, and depending on where the current flows the 20 ohm resistor will have a different current.

C) Calculate the voltage between A & B. (Forgot to add it, it is at the junction of the capacitors on either side.
(20 ohm) (6/30A)=4v + 12v (capacitors in series) = 18v

D) Calculate the charge stored on one plate of the 6 uF capacitor.
Ue=.5QV = 12uF=QV, and 12uF/6v=2uC

E)Wire is cut at p (Point b/w two capacitors), will the voltage increase, decrease, or remain the same?
It would decrease, and it would be 4v after? (6/30A)(20Ohms)=4v.

Thanks in advance, I have no idea on B.
 
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A. I don't think the circuit HAS a capacitance. I suppose you are meant to compute the capacitance of the 2 capacitors in series. I don't understand your answer at all, but the right number isn't in there.

B I suppose you're meant to calculate the current after the circuit is in equilibrium. In that case there is no more current going through the capacitors, which should make it easy to compute the current through the resistances.

C is easy if you solved B

E Once the circuit is in equilibrium, there's no current going through the capacitors, so what will happen if you cut the wire through them?
 
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