A capacitor can be made of two flat parallel conducting plates of the same area, and opposite polarities. A finite separation between the plates creates a potential difference between them. The capacitance of such a capacitor would vary ---- O directly with the area, inversely with the separation O inversely with the area and the separation O directly with the separation, inversely with the area O none of the given choices O directly with the area and the separation

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Chapter1: Units, Trigonometry. And Vectors
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A capacitor can be made of two flat parallel conducting plates of the same area, and opposite
polarities. A finite separation between the plates creates a potential difference between them. The
capacitance of such a capacitor would
vary
-----
directly with the area, inversely with the separation
O inversely with the area and the separation
O directly with the separation, inversely with the area
O none of the given choices
O directly with the area and the separation
Transcribed Image Text:A capacitor can be made of two flat parallel conducting plates of the same area, and opposite polarities. A finite separation between the plates creates a potential difference between them. The capacitance of such a capacitor would vary ----- directly with the area, inversely with the separation O inversely with the area and the separation O directly with the separation, inversely with the area O none of the given choices O directly with the area and the separation
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