I Can Prove That...
...1=2
Let x be equal to 1 and y be equal to 1.
Multiplying the equation x=1 by y we get xy=y
Multiplying the equation y=1 by y we get y2=y
Because both xy and y2 are equal to y, xy=y2
Subtracting x2 from both sides of the equation we get (xy-x2)=(y2-x2)
Factoring it out results in the following: x(y-x)=(y+x)(y-x)
Dividing by (y-x) we get: x=y+x
Thus, 1=1+1
1=2
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