How much energy is stored by C2?

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To calculate the energy stored by capacitor C2, which has a capacitance of 24 µF and is part of a circuit with a total voltage of 20 V, the relevant formula is Ucap = (1/2)CΔV². The first step is to determine the voltage across C2 by analyzing the circuit configuration, as some capacitors are in series and others in parallel. Once the voltage across C2 is known, substitute the values into the energy formula to find the stored energy. The discussion highlights the need for understanding series and parallel connections in capacitors to solve the problem effectively. Clarification on these concepts is essential for accurate calculations.
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Homework Statement


In the figure (link below), C1 = 20 \muF, C2 = 24 \muF, C3 = 16 \muF, C4 = 20 \muF, C5 = 22 \muF, and V = 20 V. How much energy is stored by C2?

Here's the figure:
PCGDr.png


Homework Equations


Q = C\DeltaV
Ucap = (1/2)C\DeltaV2
Ceq = C1 + C2 + C3 + ...

The Attempt at a Solution


This was a last problem on a test that I got destroyed on, and we're getting credit for corrections but I'm still clueless to where I start. Any help is appreciated!
 
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Some capacitors are connected in parallel, others in series. Determine the resultant of the capacitors C1, C2, C3, C4.

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