Physics

Physics

Problem

Two capacitors, 0.50 μF0.50\,\mu\text{F} and 250 μF250\,\mu\text{F}, are connected in parallel to a 12 V12\,\text{V} power supply. Determine the total charge stored on the parallel combination.
Intuitive explanation

When capacitors are in parallel, they all experience the same voltage across their terminals—in this case, the full 12 V12\,\text{V} from the supply. The key insight is that you find the charge on each capacitor separately using Q=CVQ = CV, then add them together. The smaller capacitor stores much less charge than the larger one, but both contributions matter for the total.

Intuitive explanation

When capacitors are in parallel, they all experience the same voltage across their terminals—in this case, the full 12 V12\,\text{V} from the supply. The key insight is that you find the charge on each capacitor separately using Q=CVQ = CV, then add them together. The smaller capacitor stores much less charge than the larger one, but both contributions matter for the total.

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