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When bringing charge q1 from infinity to position r1 in an external electric field, what is the work done against the external field?

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Question

When bringing charge q1 from infinity to position r1 in an external electric field, what is the work done against the external field?

Options

  • \[W_1 = \frac{q_1}{V(r_1)}\]

  • \[W_1 = \frac{V(r_1)}{q_1}\]

  • \[W_1 = q_1E(r_1)\]

  • \[W_1 = q_1V(r_1)\]

MCQ
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Solution

The work done against the external field to bring a charge q1 from infinity to position r1 is equal to the product of the charge and the external potential at that position. This work is stored as the potential energy of q1 in the external field.

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