Find the electric flux crossing the wire frame ABCD of length l, width b, and center at a distance OP = d from an infinite line of charge with linear charge density `lambda`. Consider that the plane of the frame is perpendicular to the line OP

Find the electric flux (in S.I. unit) through the rectangular plate abcd of length l = 2m width L and whose centre is at a distance OP = x_(0) = L/2 from an infinite line of charge with linear charge density lambda = 1/(36 pi) xx 10^(-9) Cm^(-1) . Consider that the plate of the frame is perpendicular to line OP.

Find the electric flux (in S.I. unit) through the rectangular plate abcd of length l = 2m width L and whose centre is at a distance OP = x_(0) = L/2 from an infinite line of charge with linear charge density lambda = 1/(36 pi) xx 10^(-9) Cm^(-1) . Consider that the plate of the frame is perpendicular to line OP.

The electric field at distance .r. from infinte line of charge ("having linear charge density" lambda) is

Intensity of electric field at a point at a perpendicular distance .r. from an infinite line charge, having linear charge density .lambda. is given by :

Consider an infinite line charge having uniform linear charge density and passing through the axis of a cylinder is removed.

Consider an infinite line charge having uniform linear charge density and passing through the axis of a cylinder is removed.

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

Obtain the expression of electric field by a straight wire of infinite length and with linear charge density lambda .