a) Determine the potential at the surface of the sphere.

b)Determine the electric field outside the sphere.

c)Determine the electric field inside the sphere.

d)Determine the acceleration of a particle of mass0 and charge q0 when placed at point (a) with coordinates (A,A,A)

oblem 3 Electric potential and Field. The net charge on a metallic sphere of radius A is zero. Then, the is sphere is placed at the origin of an xyz coordinate system that lies in a uniform horizontal electric field E = Eof , the resulting electric potential is given by: EQAsy V(x, y, z) = Vo - Boy + ( x 2 + y 2 + 2 2)2