1=1 (I)
Then divide each side by 1
1/1 = 1/1 (II)
Then multiply each side by negative 1
-1/1 = -1/1 (III)
Then switch the negative sign on one side to the bottom
-1/1 = 1/-1 (IV)
Now we find the square root of both sides
sqrt(-1) / sqrt(1) = sqrt(1) / sqrt(-1) (V)
Now we resolve the square roots
i/1 = 1/i (VI)
Now we cross multiply:
i^2 = 1^2 (VII)
Now we resolve the squares:
-1 = 1 (VIII)
And there you have it. -1 is the same thing as +1, and therefore negative numbers do not really exist. If you wish to prove me wrong, then show me which step was wrong.
This post has been edited by FFreak3: 18 September 2008 - 09:59 PM