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What charge is enclosed by a pillbox with face area \[A\] that straddles an infinite plane sheet of surface charge density \[\sigma\]?

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Question

What charge is enclosed by a pillbox with face area \[A\] that straddles an infinite plane sheet of surface charge density \[\sigma\]?

Options

  • \[Q_{\mathrm{enc}} = \sigma/A\]

  • \[Q_{\mathrm{enc}} = 2\sigma A\]

  • \[Q_{\mathrm{enc}} = \sigma l\]

  • \[Q_{\mathrm{enc}} = \sigma A\]

MCQ
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Solution

Surface charge density is charge per unit area. The sheet area enclosed by the pillbox is \[A\), so the enclosed charge is \[Q_{\mathrm{enc}} = \sigma A\].

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