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Question

In an electrostatic field, if a positive charge is moved along an equipotential surface, what can be
said about the work done by the electric field?

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Explanation

**Series combination** of capacitors has same charge Q on each because connected end-to-end, single path for charge flow, induced charges equal, total voltage V = Σ V_i = Q Σ 1/C_i, so 1/C_eq = Σ 1/C_i. Different potential differences V_i = Q/C_i inversely proportional to C_i, smaller C gets larger V. An equipotential surface has a constant potential at all points. The work done by the electric field when a charge moves along such a surface is zero because the potential difference between any two points on the surface is zero ( W = q Δ V , and Δ V = 0 ). Additionally,

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