Originally Posted by
Prolifical ENG
Algebraically it is harder to explain and requires abstract algebra.
If you have minimum knowledge of calculus, it is easy. Think of the graph of the function y=1/x. Now you know that as x approaches 0, y approaches infinity. If 1/0 was defined (meaning x can eventually be zero) then infinity would ironically be finite.
For an elementary example, say you have 0 cookies to be divided amongst 9 people. That means that each person gets 0 cookies. If 0 people get 9 cookies then you can't define the question since there is no people to divide the cookies amongst in the first place (what kinda question is that? Not worth while)
Bookmarks