The electric field intensity at all points in space is given by `vecE = sqrt(3)hati - hatj` volts//metre. The nature of equipotential lines is x-y plane is given by

The electric field intensity at all points in space is given by vec(E) = sqrt(3) hat (i) - hat (j) volts/metre. A square frame LMNO of side 1 metre is shown in figure. The point N lies in x-y plane. The initial angle between line ON and x-axis is theta = 60^(@) The work done by electric field in taking a point charge of 1 muC from origin O to point M is -

The electric field intensity at all points in space is given by vec(E) = sqrt(3) hat (i) - hat (j) volts/metre. A square frame LMNO of side 1 metre is shown in figure. The point N lies in x-y plane. The initial angle between line ON and x-axis is theta = 60^(@) The magnitude of electric flux through area enclosed in square frame LMNO is -

Show that the electric field intensity at a point can be given as negative of potential gradient.

Electric field intensity in a region of space is given by vecE=10x^(2)hati N//C . What will be potential difference between point A(2, 5) and B(-1, 10)?

Electric field intensity in a region of space is given by vecE=4hati+6hatj+3hatk N/C. Consider a plane surface of area 10 units parallel to Y-Z plane and calculate electric flux linked through this surface.