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When \(dB_x\) is integrated around the entire loop, what does the sum of all the \(dl\) segments equal?

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Question

When \(dB_x\) is integrated around the entire loop, what does the sum of all the \(dl\) segments equal?

Options

  • The loop's circumference, \(2\pi R\)

  • The loop's area, \(\pi R^2\)

  • The loop's diameter, \(2R\)

  • The loop's circumference, \(\pi R\)

MCQ
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Solution

Adding all the small wire lengths \(dl\) around the loop gives its full circumference. For radius \(R\), this total length is \(2\pi R\).

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