We have three identical metallic spheres `A,B, and C`. `A` is given a charge `Q, and B and C` are uncharged. The following processes of touching of two spheres are carried out in succession. Each process is carried out with sufficient time. ltbgt i. A and B
ii. B and C
iii. C and A
iv. A and B
v. B and C
The final charges on the spheres are.

Consider three identical metal spheres A, B and C. Spheres A carres charge + 6q carries no charge . Spheres A and B are touchd together and them separated. Sphere C is then touched to sphere A and separated from it . Finally the sphere C is touched to sphere B and separated from it . Find the final chage on the sphere C .

Consider three concentric metallic spheres A, B and C of radii a, b, c respectively where a lt b lt c , A and B are connected whereas C is grounded. The potential of the middle sphere B is raised to V then the charge on the sphere C is–

Three concentric spherical metallic spheres A,B and C of radii a , b and c(a lt b lt c) have surface charge densities sigma , -sigma and sigma respectively.

Three concentric spherical metallic spheres A,B and C of radii a , b and c(a lt b lt c) have surface charge densities sigma , -sigma and sigma respectively.

Consider three identical metal spheres A, B and C . Sphere A carries charge + 6q , sphere B carries charge -3q and sphere C carries no charge . Spheres A and B are touched together and then separated. Sphere C is then touched to sphere A and separated from it . Finally the sphere C is touched to sphere B and separated from it . Find the final charge on the sphere C .

Among identical spheres A and B having charges as – 5 and - 16 C

There are three concentric hollow spheres of radii a , b and c and they are charged with charges q_1, q_2 and q_3 respectively. Calculate the potentials of each of the spheres