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A non conducting spherical shell of inner radius "a" and outer radius "b" has p= A/r where a is constant and r is the distance from the center of shell . in addition a positive point charge "q" is locatewd at center . What value should A have if electric field in the shell is to be uniform ?
(∫(((A/r)4pi*r^2)/(4pikr^2))dr from r=a to r=b)=(∫((A/r))/(k)dr =Ak(ln(r/a))+(q/(4pikr^2)=constant,
so the derivative w.r.t. r=0
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