<!-Quote-!>Quote:How something can be made of nothing, let me show you.
We know this for a fact, nothing is not the same as something.
0 ¹ 1.
Nothing cannot be something. Nothing is represented by 0 since it has no value and something, previously represented by 1, will be represented by X since it can have any value.
Therefore, 0 ¹ X.
If we said that 0 = X, then we would be saying that nothing is something which is preposterous as existence in and of itself no matter what dimension of it is measured, thought, action, mass, etc., undeniably exists.
Therefore, 0 ¹ X.
Now, if something is not the same as nothing, defined as something is not equal to nothing. Then how do you make something out of nothing? First let us show that something is equal to something, and does not equal nothing (double negative is required).
Therefore, X = X and 0 ¹ X.
Now, how do you make something out of nothing? Well we must remove the opposite of something, which contrary to popular belief, would not be nothing. For our purposes, let us call this an anti-something and represent this with -X. Now if we add anti-something to both sides of our something equals something, we will undoubtedly get nothing on both sides. Instead of simplifying the equation on both sides, let us only simplify one side, this makes all the difference.
So, X + -X = X + -X.
Therefore, 0 = X + -X.
You may be thinking, "Sir, you have contradicted yourself in your answer, X + -X = 0 which is still 0 = 0, so you have still made nothing out of nothing. I defy you to prove that you have made something out of nothing." I would say, prove that making nothing is the same as making something plus anti-something. I can prove otherwise.
0 / (X + -X) = (X + -X) / (X + -X)
This can be turned into:
0 / (X + -X) = X / (X + -X) + -X / (X + -X)
Which when you divide everything:
0 / (X + -X) = 0 / 0 = 0
X / (X + -X) = X / 0 = undefined
-X / (X + -X) = -X / 0 = undefined
Therefore, 0 = und. + und.
So, I did not in fact make nothing. I made two undefined values, something (X / 0) and anti-something (-X / 0). You may be thinking, "Well, if you did your math right something and anti-something would be defined, as they are undefined they may may as well be nothing." I would say, I can yet again make something out of nothing, this time with no undefined numbers or even variables.
0 ^ (X + -X) = (X + -X) ^ (X + -X)
This can be turned into:
0 ^ (X + -X) = (X + -X) ^ X * (X + -X) ^ -X
Each value will be:
0 ^ (X + -X) = 0 ^ 0 = 1 (binomial theorem)
(X + -X) ^ X = 0 ^ X = 0
(X + -X) ^ -X = 0 ^ -X = 0 / X = 0
So, 1 = 0 + 0.
Therefore, 0 = 1.
I have made something out of nothing. *takes a bow*<!-/Quote-!>