An infinite line charge of uniform electric charge density `lambda` lies along the axis of an

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 cyclinder. What will be the effect on the flux passing through curved surface if the portions of the line charge outside the cyclinder is removed

A charged particle q of mass m is in wquilibrium at a height h from a horizontal infinite line charge wit uniform linear charge density lambda . The charge lies in the vertical plane containing the line charge. If the particle is displaced slightly (vertically) prove that the motion of the charged particle will be simple harmonic. Also find its time period.

For an infinite line of charge having linear charge density lambda lying along x-axis the work done in moving a charge q form C to A along CA is

Twelve infinite long wire of uniform linear charge density (lambda) are passing along the twelve edges of a cube. Find electric flux through any face of cube. ,

An infinitely long thin wire carrying a uniform linear static charge density lambda is placed along the z-axis Fig. The wire is set into motion along its length with a uniform velocity vecv=vhatk . Calculate the poynting vector vecS=1/(mu_0)(vecExxvecB) .

Two infinite line charges each having uniform charges density lamdba .pass through the mid points of two pairs of opposite faces of a cube of edge L as shown in figure .The modulue of the total electric flux due to the both the line charges through the face

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

The electric field intensity due to a thin infinity long straight wire of uniform linear charge density lambda at O is-

[" 29.An infinitely long straight wire of linear charge density "lambda" is along a body diagonal of a "],[" cube of side "a" .The electric flux through any face of the cube is "sqrt(P)(lambda a)/(6 epsilon_(0))" .The value of "]