Step 1: Concept Definition:
Net charge is the combined algebraic sum of charges of all particles within an object. An electron carries a charge of -e, and a proton carries a charge of +e.
Step 3: Detailed Calculation:
An object comprises 'x' electrons and 'y' protons.
Total charge from 'x' electrons = \( x \times (-e) = -xe \).
Total charge from 'y' protons = \( y \times (+e) = +ye \).
The net charge is calculated as:
\[ \text{Net Charge} = (\text{Total electron charge}) + (\text{Total proton charge}) \]\[ \text{Net Charge} = -xe + ye \]Factoring out 'e' yields:
\[ \text{Net Charge} = (y - x)e \]
Step 4: Conclusion:
The net charge on the object is (y - x)e.
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) 