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Now the capacitors are arranged in parallel as shown. (Figure 2) What is the charge on each parallel capacitor in the figure? In Uc.

=q1, q2, q3

What is the voltage on each parallel capacitor? In V.

=V1,V2,V3

This diagram illustrates a simple electrical circuit featuring a 30 V battery connected in parallel with three capacitors. The capacitors are labeled as \(C_1\), \(C_2\), and \(C_3\).

- **\(C_1\)** is a capacitor with a capacitance of 12 microfarads (\(\mu F\)).
- **\(C_2\)** is a capacitor with a capacitance of 4 microfarads (\(\mu F\)).
- **\(C_3\)** is a capacitor with a capacitance of 6 microfarads (\(\mu F\)).

In a parallel circuit, the voltage across each capacitor is the same and equals the voltage of the battery, which in this case is 30 V.

### Explanation of the Diagram:

- **Battery**: The circuit is powered by a 30 V DC source.
- **Parallel Capacitors**: The capacitors are arranged in parallel to the battery. This arrangement implies that each capacitor independently stores charge based on its individual capacitance in response to the voltage applied.

This setup is commonly used to store electrical energy, filter signals, or manage power supply stability in a variety of electronic and electrical applications.

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