Question

A nonconducting sphere of radius r0 carries a total charge q distributed uniformly throughout its volume

Answer 1

The electric field for the nonconducting sphere of radius r₀ carries a total charge q distributed uniformly throughout its volume will be,$E=kQ\frac{r}{r_0^3}$.

What is an electric field?

It is a physical field occupied by a charged particle on another particle in its surrounding.

For a non-conducting sphere, the charge density is;

$\rm \rho = \frac{q}{V} \\\\ \rho = \frac{Q}{\frac{4}{3}\pi r^3 } \\\\ \rho = \frac{3Q}{4 \pi r_0^3}$

The electric field is found as;

$\rm E=K \frac{\rho V}{r^2} \\\\ E= k \frac{3Q \times 4 \pi r^3}{4 \pi r_0^3 \times 3r^2} \\\\ E=kQ\frac{r}{r_0^3}$

Hence, the electric field for the nonconducting sphere of radius r₀ carries a total charge q distributed uniformly throughout its volume will be,$E=kQ\frac{r}{r_0^3}$.

To learn more about the electric field, refer to the link;

brainly.com/question/26690770

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