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When multiple point charges are present, the total potential at any point is found by taking the:

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Question

When multiple point charges are present, the total potential at any point is found by taking the:

Options

  • Vector sum of potentials due to each individual charge, resolving into components

  • Root mean square of potentials due to each individual charge

  • Product of potentials due to each individual charge

  • Algebraic sum of potentials due to each individual charge, since potential is a scalar

MCQ
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Solution

By the superposition principle, the total potential equals the algebraic sum of potentials due to each charge. Since potential is a scalar, we simply add numbers — no vector components or angles are required.

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