How Do Capacitors in Series and Parallel Circuits Distribute Charge?

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In a circuit where capacitor A is in series with capacitors B and C, which are in parallel, the charge distribution can be analyzed based on their connections. When one volt is applied across the circuit, capacitors B and C, being in parallel, will have the same voltage across them. Consequently, the charge stored in capacitor A is divided equally between capacitors B and C. Each of these parallel capacitors will hold half the charge of capacitor A. This illustrates how series and parallel configurations affect charge distribution in capacitors.
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Given a Circuit where capacitor A is serially connected to capacitor (B+C), where B and C are in parallel, I have difficulty figuring things out. Ill try to draw the circuit.

Code:
                  ---|B|---- 
----|A|------              ------- 
                  ---|C|----

I think you get the idea. Say all the capacitors are of equal value, and one volt is applied across the circuit. How would you determine that capacitors B and C hold 1/2 the amount of charge that capacitor A does?
 
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Since capacitors B and C are connected in parallel, they will have the same voltage across them. This means that the charge stored by capacitor A will be distributed equally between capacitors B and C - each one will hold 1/2 of the charge of capacitor A.
 
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