If the protons and electrons are the only basic charges in the universe, all the observable charges have to be integral multiples of $e$. Thus, if an object contains $x$ electrons and $y$ protons, the net charge on the object will be |
$- (x + y) e$ $(x + y) e$ $(x - y) e$ $(y-x) e$ |
$(y-x) e$ |
The correct answer is Option (4) → $(y-x) e$ Given: Charge on one electron $= -e$ Charge on one proton $= +e$ If an object contains $x$ electrons and $y$ protons, Then total charge, $q = (+y e) + (-x e) = (y - x)e$ ∴ Net charge on the object is $q = (y - x)e$ |