Two charged conducting spheres have radiir1 and r2 the ratio of their surface charge densities if their potentials are same is
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V = K Q1 / R1 = K Q2 / R2
Q1 / Q2 = R2 / R1
If p is the surface density then p = Q / A = Q / (4 * pi * R^2)
p1 / p2 = (Q1 / R1^2) / (Q2 / R2^2) = (Q1 * R2^2) / (Q2 * R1^2)
p1 / p2 = (Q1 / Q2) * (R2 / R1)^2
Substituting for Q1 / Q2
p = ( R2 / R1) * (R2 / R1)^2 = (R2 / R1)^3
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