In an uniform electric field, when we move from origin to x = Im, the potential changes by 10V. Which of the following can be a possible magnitude of the electric field ?

It is known that there exists a uniform electric field in a certain region. Imagine an incline plane (figure) in the region which is inclined at theta=37^(@) to the horizontal when one moves horizontally along the incline from A to B (AB=1cm), the electric potential decreases by 10V. Similarly, potential at C(AC=1cm) is less than potential at A by 10 V where line AC lies on the incline and is perpendicualr to AB. When one moves vertically up from point A to a point D(AD=1cm), the potential drop by 10 V again. Find the magnitude of the electric field in the region and the angle that it makes with vertical [given sin37^(@)=(3)/(5) ]

Electric potential at any point is V = - 6x + 2y + 9z , then the magnitude of the electric field is

The figure gives the electric potential V as a function of distance through four regions , on x-axis. Which of the following is true for the magnitude of the electric field E in these regions?

Find the expression of torque acting on an electric dipole placed in a uniform electric field . Using the above obtained expression of torque find the expression for potential energy of electric dipole kept in the uniform electric field . Assume potential energy of electric dipole to be zero when its axis is perpendicular to the externally applied electric field .

Electric potential at any point is V = - 5 x + 3y + sqrt(15) z , then the magnitude of the electric field is

Electric potential at any point is V = - 5 x + 3y + sqrt(15) z , then the magnitude of the electric field is

When is the electric field said be uniform?