1. The problem statement, all variables and given/known data Two conducting spheres of radii rA and rB are connected by a very long conductive wire. The charge on sphere A is Qa and rA < rB. What is the charge on sphere B? Which sphere has the greater electric field strength immediately above its surface. 2. Relevant equations Esurface = [itex]\eta[/itex]/[itex]\epsilon[/itex]naught 3. The attempt at a solution So I assume that any charge placed on the two conductors will reach an equilibrium which I assume would mean that both conductors have the same surface charge density. That is: Qa/(4[itex]\pi[/itex]*rA^2)=Qb/(4[itex]\pi[/itex]*rB^2). However, when I solve for Qb, I get (rB/rA)^2*Qa which is incorrect. The correct answer is apparently (rB/rA)*Qa. For the second question, I need to find the electric field strength at the surface of each conducting sphere. Well since I assumed that the surface charge density was the same, using the equation listed above, I should have equivalent electric field strengths. Instead, the answer states that the electric field strength on sphere A is greater than that of B. Why?