Choose the correct statement: |
the field is zero but the potential is non-zero potential is zero but the field is non-zero both field and potential are zero both field and potential are non-zero |
both field and potential are non-zero |
The correct answer is Option (2) → potential is zero but the field is non-zero The electric field is a vector quantity, and its direction depends on the distribution of charges. Due to a symmetry in charge magnitude $(+2q, +q, -q)$, the electric field at the centroid is non-zero. Potential at the centroid is - $V=\frac{K}{r}(2q)+\frac{K}{r}(q)-\frac{K}{r}(q)$ $≠0$ |