The net charge of a system is zero. Will the electric field intensity due to this system also be zero.

Two charges of same polarity are kept fixed at a distance. What is the number of points in space where the electric field intensity due to this system is zero?

Two uniform sheets of charge with surface charge densities +sigma and -sigma are intersecting at right angles to each other. Electric field intensity due to this system is

Two unequal and opposite charges are kept fixed at a distance. What is the number of points in space where electric Field intensity is zero due to this system?

Why is electric field intensity inside a charged conductor zero ?

Two charges e and 3e are placed at a distance r. The distance of the point where the electric field intensity will be zero is

Statement -1: If kinetic energy of a system is zero then linear momentum of each of particle of the system must be zero. Statement-2: If linear momentum of a system is zero then kinetic energy of system must be zero. Statement-3: If linear momentum of a particle is zero then kinetic energy is zero. Select the correct sequence.

Assertion: Three equal charges are situated on a circle of radius r such that they form on equilateral triangle, then the electric field intensity at the centre is zero. Reason: The force on unit positive charge at the centre, due to the three equal charges are represented by three sides of a triangle taken in the same order. Therefore, electric field intensity at centre is zero.

Two charge 9e and 3e are placed at a distance r. The distance of the point where the electric field intensity will be zero is :

A cylindrical suface is placed in uniform electric field in such a manner that axis of cylinder is parallel to the electric field intensity . Using the Gauss's law , prove that the net charge enclosed by this cylindrical surface must be zero.