A point charge of 16 uc is placed in the centre of a conductive shell carrying a charge of -8 uc. What are the charges on the inner and outer surfaces of the shell?
Now surface charge density
σa=QAσa=−8×10−64πa2\sigma_a=\frac{Q}{A}\\\sigma_a=\frac{-8\times10^{-6}}{4\pi a^2}σa=AQσa=4πa2−8×10−6
Now
σb=q+QA\sigma_b=\frac{q+Q}{A}σb=Aq+Q
σb=(16−8)×10−64πb2\sigma_b=\frac{(16-8)\times10^{-6}}{4\pi b^2}σb=4πb2(16−8)×10−6
σb=(8)×10−64πb2\sigma_b=\frac{(8)\times10^{-6}}{4\pi b^2}σb=4πb2(8)×10−6
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