In a uniform electric field E if we consider an imaginary cubical closed surface of side a, then find the net flux through the cube ?

A cube of length L is placed in a uniform electric field E. If two surfaces of the cube are perpendicular to E, then the total electric flux through the cube is—

A Gaussian surface in the cylinder of cross-section pia^(2) and length L is immersed in a uniform electric field E with the cylinder axis parallel to the field. The flux phi of the electric field through the closed surface is

In a uniform electric field find the total flux associated with the given surfaces

A cube of side l is p laced in a uniform field E, where E=E hati . The net electric flux through the cube is

Charge is distributed uniformly in some space. The net flux passing through the surface of an imaginary cube of side a in the space is phi . The net flux passing through the surface of an imaginary sphere of radius a in the space will be