(d) In vector form of Coulomb’s law proves that the forces $\mathbf{F}_{12}\ and\ \mathbf{F}_{21}\ $are equal and opposite.
or $\mathbf{F}_{21} = \mathbf{F}_{12}$
$\mathbf{\ \ \ \ \ \ \ \ \ \ \ \ }{\mathbf{\ }\mathbf{F}}_{pe} = \ \mathbf{F}_{ep}$
$\mathbf{F}’_{pe} = \ \mathbf{F}’_{ep}$
$And\ \ \ \ \mathbf{F}_{pe} + \ \mathbf{F}_{ep} = \ - \ \mathbf{F}’_{ep}\ + \ \mathbf{F}’_{pe}$
So option (d) is incorrect.