Two thin infinite parallel plates have uniform charge densities `+ sigma` and `- sigma`. The electric field in the space between them is

Two thin infinite parallel plates have uniform charge densities + sigma and - sigma . The electric field in the space between then is

Two infinite parallel planes have uniform charge densities +-sigma . What is the electric field in the region between the planes

Two thin infinite sheets have uniform surface densities of charge +sigma and - sigma . Electric field in the space between the two sheets is

Two large parallel plane sheets have uniform charge densities + sigma and -sigma. Determine the electric field (i) between the sheets, and (ii) outside the sheets.

Two infinite parallel planes have uniform charge densities +-sigma . What is the electric field outisde the plates? In what way does the infinite extension of the planes simplify your derivation?

Two large parallel thin plates having uniform charge densities + sigma and - sigma are kept in X-Z plane at a distance d apart. Sketch an equipotential surface due to electric field between the plates. If a particle of mass m and charge -q remains stationary between the plates, what is the magnitude and direction of the filed ?

Two infinitely long parallel conducting plates having surface charge densities + sigma and -sigma respectively, are seperated by a small distance. The medium between the plates is vacuum. If epsilon_(0) is the dielectric permittivity of vacumm, then the electric field in the region between the plates is