In a certain region, a uniform electric field exists in the positive x-direction. Let $V_A = $ potential at $(0,0,0)\text{ cm}$, $V_B = $ potential at $(5,0,0)\text{ cm}$ and $V_C = $ potential at $(0,5,0)\text{ cm}$. The correct relationship between them is:
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Think of electric field lines like a stream flowing downhill. Points at the same "elevation" (perpendicular to flow) have the same potential, while points "downstream" (in the direction of the field) always have lower potential.
