Question Detail
Question
What is an equipotential surface, as described in the document?
Correct Answer
Option B is the correct answer.
Detailed Explanation
Page 15-16 explains that work done is zero if moving along an arc of a circle centered on a charge, because the radius (distance from the charge) is constant. It then states, 'Such a surface is called an equipotential surface.' This implies all points on it have the same potential, and force (electric field) is perpendicular to the displacement (surface).
Hint
If no work is done moving a charge along a surface, what does that imply about the potential at all points on that surface?