sirisha kotik said:wht is the chrge
got the ans .ehild said:Could you please write it in English? And show what you attempted to solve the problem.
ehild
The concept of charge distribution over concentric spherical shells refers to the way in which electric charge is distributed over the surface of a spherical shell that surrounds a charged object. This distribution is influenced by the electric field of the charged object and can be calculated using Gauss's law.
The charge on each spherical shell is directly proportional to the radius of the shell. This means that the further away the shell is from the charged object, the less charge it will have. The total charge on the shell is also dependent on the charge of the object and the distance between the object and the shell.
Concentric spherical shells are important in charge distribution because they allow for a simple and accurate calculation of the electric field and potential at any point outside the charged object. This is possible because the electric field inside a spherical shell is zero, so the only contribution to the electric field comes from the outermost shell.
The charge distribution over concentric spherical shells determines the strength and direction of the electric field and potential at any point outside the charged object. The electric field decreases with distance from the object, while the potential increases. The distribution also affects the shape of the electric field lines, which are perpendicular to the shells and point away from the positively charged object and towards the negatively charged object.
No, the charge distribution over concentric spherical shells only applies to the electric field and potential outside the charged object. Inside the object, the charge is not distributed over spherical shells and the electric field and potential must be calculated using other methods such as Coulomb's law or the principle of superposition.