Calculate the electric field at origin due to infinite number of charges as shown in figure below.

Electric field lines due to charge

Electric field due to point charge

Find the direction of magnetic field at a point P due to two infinite current carrying wires shown in the figure below

Electric field , due to an infinite line of change, as shown in figure at a point P at a distance r from the line is E . If wire is folded at point A , so that both parts lie alongside as shown in figure(b), then express electric field at P in vector form.

The electric field at a point near an infinite thin sheet of a charged conductor is .

Find the electric field at the origin due to the line charge (ABCD) of linear charge density lambda ,

Electric field due to disc and infinite charged layer

The electric field on two sides of a thin sheet of charge is shown in the figure. The charge density on the sheet is

The spatial distribution of the electric field due to charges (A,B) is shown in figure. Which of the following statements is correct?