How does the electric field strength vary when we enter and move inside a uniformly charged spherical cloud?

How does the electric field strength vary when we enter a uniformly charged spherical cloud?

How does the electric field (E) vary with distance (r) in the following cases? i. Uniformly charged spherical shell ii. Uniformly charged solid sphere. iii. Uniformly charged plane sheet of large size. Also plot a graph between E and r in each case.

How does electric field vary with drift velocity?

We know that the gravitational field strength is zero insdie a spereical shell of matter. The electrical field strenght is zero not only insdie an isolated charged spherical conductor but inside an isolated cunductor of any shap . Is the gravitational field strength inside, say, a cubical shell of matter zer? if not, in what respect is the analogy not complete?

If E be the intensity of the electric field at a distance r(r gt R) due to a uniformly charged spherical shell, then

State Gauss' law and using this law , derive an expression for the electric field intensity due to a uniformly charged thin spherical shell at a point inside

Discuss the variation of electric field strength and electric potential due to a charged spherical conduting shell when we move from infinity to the centre of the shell.