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An infinite non-conducting plane with uniform charge density sigma is kept parallel to yz plane and at a distance 'd' from a dipole vecp which itself is located at the origin. An equipotential surface for this system is spherical, centred at origin, having radius R(ltd). Given that R=(p/(npisigma))^(1//3), find the integer n |
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Answer» `implies(sigma)/(2epsilon_(0))=1/(4piepsilon_(0)) (p sin theta)/(R^(3))` `impliesR^(3)=p/(2pi sigma)` `implies n=2` 
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