The potential in certain region is given as `V=2x^2` Then the volume charge density of that region is

Statement I: If electric potential in certain region is constant, then the electric field must be zero in this region. Statement II: vecE = -(dV)/(dr) hatv .

The electric potential in a region is given as V = -4 ar^2 + 3b , where r is distance from the origin, a and b are constants. If the volume charge density in the region is given by rho = n a epsilon_(0) , then what is the value of n?

The electric potential in a region is given by V = (2x^(2) - 3y) volt where x and y are in meters. The electric field intensity at a point (0, 3m, 5m) is

Electric potential at any point in a region is given as V=5x+3y+sqrt15z In this region the magnitude of the electric field is:

Electric potential in a region is given by V=12x^(2)+3y^(2)+z^(2) . Calculate the electric field intensity at point (1m, 3m, 2m).

The elctric potential in a region is given by, v = 3x^(2) + 4x . An electron is placed at the origin will experience: