Question: The nonuniform volume charge density inside a positively charged solid nonconducting sphere of radius (R) is (ho(r)=ho_{0} r / R), where (r) is the radial

The nonuniform volume charge density inside a positively charged solid nonconducting sphere of radius $R$ is $ho(r)=ho_{0} r / R$, where $r$ is the radial distance from the sphere center.

(a) Calculate the electric field as a function of $r$ for $rR$. Repeat for volume charge densities of

(b) $ho(r)=ho_{0}\left(1-\frac{1}{2} R / r\right)$

(c) $ho(r)=$ $ho_{0}(1-R / r)$.

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