Considering a group of positive charges, which of the following statements is correct ?
\(V=\frac{\sum KQ_i}{r_i}\)
Here , \(Q_i\) and \(r_i\) are positive
Therefore V > 0
So , the correct option is (A) : Net potential of the system cannot be zero at a point but net electric field can be zero at that point.
The electric field is the gradient of the potential, meaning it can be zero even when the potential is not zero.
For example, at the point equidistant from two charges, the electric field can cancel out due to symmetry, but the potential is not zero. Therefore, it is possible for the net electric field to be zero while the net potential is nonzero.
Six point charges are kept \(60^\circ\) apart from each other on the circumference of a circle of radius \( R \) as shown in figure. The net electric field at the center of the circle is ___________. (\( \varepsilon_0 \) is permittivity of free space) 

It is the property of subatomic particles that experiences a force when put in an electric and magnetic field. It is are of two types: Positive and Negative. It commonly carried by charge carriers protons and electrons.
Various properties of charge include the following :-
Two kinds of electric charges are there :-
When there is an identical number of positive and negative charges, the negative and positive charges would cancel out each other and the object would become neutral.