OK. I've thought about this for a long time. It has to do with the number 0 and dividing by it, and since I haven't taken Calculas (where my question about 0 might be answered) I'll just state my findings so far:
When one places x/0 where "x" is any number into a calculator, the machine responds with "Error" or "Undefined." But there, in actuality, should be an answer to this equation.
0 can go into x an infinite number of times, but at the same time the equation can never be satisfied. One will never get a remainder, nor shall it divide out evenly. It just keeps going on for eternity. This blows my mind.
Another thing about zero is that what happens when one divides it by itself? For:
x/x=1 and
0/x=0
But what if you divide 0 by itself? Would 0/0 =
1
0
undefined
or would it equal all three at the same time???!!!
But there is one conclusion I've come to after contemplating all of this:
zero is a freak of nature.
Does anyone else have a better comprehension of zero?