An isolated conducting sheet of area A and carrying a charge Q is placed in a uniform electric field E, such that the electric field is perpendicular to the sheet and covers all the sheet. Find out the charges appearing on its two surfaces.

Two uncharged and parallel conducting sheets, each of area A are placed in a uniform electric field E at finite distance from each other, such that electric field is perpendicular to sheets and convers all the sheets. Find out charges appearing on its two surfaces.

Two uncharged and parallel conducting sheets, each of area A are placed in a uniform electric field E at finite distance from each other, such that electric field is perpendicular to sheets and convers all the sheets. Find out charges appearing on its two surfaces.

A point charge +Q is placed in the vicinity of a conducting surface. Draw the electric field lines between the surface and the charge.

Find the Electric field due to two infinite plane parallel sheet of charge.

An injfinite large sheet has charg density sigmaC//m^(2) Find electric field at a distance d perendicular to the sheet.

An injfinite large sheet has charg density sigmaC//m^(2) Find electric field at a distance d perendicular to the sheet.

Two large parallel conducting sheets (placed at finite distance) are given charges Q and 2Q respectively. Find out charges appearing on all the surfaces.

Two large parallel conducting sheets (placed at finite distance) are given charges Q and 2Q respectively. Find out charges appearing on all the surfaces.