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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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