The electric potential in a certain region of space is given by v=−3x^2+4x, where x is in metres and v is in volts. In this region, the equipotential surfaces are Planes parallel to X-Z plane Planes parallel to X-Y plane Concentric cylinder with axis as X axis Concentric spheres centred at origin

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The electric potential in a certain region of space is given by v=−3x^2+4x, where x is in metres and v is in volts. In this region, the equipotential surfaces are  Planes parallel to X-Z plane Planes parallel to X-Y plane Concentric cylinder with axis as X axis Concentric spheres centred at origin

swtladierov · Accepted Answer

E  =            −              ∂            v              d      x                  i      ^        −                    ∂            v              d      y                  j      ^        −                    ∂            v              d      z                  k      ^          E  =  (  6  x  −  4  )            i      ^      The EPS would be planes parallel to Y-Z plane, as E is perpendicular to EPS. Answer is Planes parallel to Y-Z plane.

The electric potential in a certain region of space is given by v=−3x^2+4x, where x is in metres and v is in volts. In this region, the equipotential surfaces are Planes parallel to X-Z plane Planes parallel to X-Y plane Concentric cylinder with axis as X axis Concentric spheres centred at origin

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