Electric field at origin due to a point charge `1 nC` placed at `(1 ,1)`m in `x-y `plane is

Electric field due to point charge

calculate the electric field at point (5 m, 0) due to a point charge of 1 x 10(-6) C placed at (0,5m).

Electric Field Due To An Isolated Point Charge

Electric Field Due To A Point Charge Vector Notation

Electric field intensity at a point B due to a point charge Q kept at a point charge Q kept at point A is 24 NC^(-1) , and electric potential at B due to the same charge is 12 JC^(-1) . Calculate the distance AB and magnitude of charge.

The magnitude of electric field intensity due to a point charge is 10 N/C at a distance 1 m from it. Calculate the magnitude of charge.

The electric field at a point due to a point charge is 20 NC^(-1) and electric potential at that point is 10 JC^(-1) . Calculate the distance of the point from the charge and the magnitude of the charge.

A point charge of 0.01 mu C is placed at the origin. Calculate the electric field at another point charge of 0.05 mu C placed at (0 m, 5 m).

Asserions: Two points charges +Q and -Q are fixed at point A(+a,0,0) and point B(-a,0,0) respectively.Then the magnitude of electric flux due to electric field of either point charge through infinite y-zplane (that is x=0 plane) is less than magnitude of net electric flux due to electric field of both charges through that plane ( x=0 plane) Reason :the magnitude of the net electric flux through a surface due to a system of point charges is equal to sum of magnitude of electric flux through that surface due to each of the point charge of the system.