QUESTION $($i$)$

Two objects, each with a charge of $+1$ nC $,$ are sitting alone in space. If we measure the magnitude of the electric field at a location given by vec$(r),$ which is equidistant from both objects, what result would we get?

ANSWER

$E=\frac{1}{4lo{n}_0}\frac{(lnC)}{r^2}$

Between $E=0$ and $E=\frac{1}{4lo{n}_0}\frac{(2nC)}{r^2}$

$E=0$

$E=\frac{1}{4lo{n}_0}\frac{(2nC)}{r^2}$

IDON'T KNOW YET