At 12 cm in the radial direction from a conductive sphere of radius 10 cm, the electric field is 1800 N/C and its orientation points towards the interior of the sphere. Find the surface density of the charge on the sphere.
E=kqrR3,E=\frac{kqr}{R^3},E=R3kqr,
q=σS=4πσR2,q=\sigma S=4\pi \sigma R^2,q=σS=4πσR2,
E=4πkrσR,E=\frac{4\pi kr\sigma}R,E=R4πkrσ,
σ=ER4πkr=0.24 μCm2.\sigma=\frac{ER}{4\pi kr}=0.24~\frac{\mu C}{m^2}.σ=4πkrER=0.24 m2μC.
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