1 = 2

Well in an algebraic equation you almost always are looking to find what the letter equals.

1X=2X is really X=2X.

You can't just cancel out those Xs - at least, I've never seen it done.

And the fact that 1 cannot equal 2 confirms to me that this cancellation is impossible.
 
Even if you could cross out those brackets (you cant), you're left with x = x + x, which DOES NOT mean 1 = 2. x could be 0.

But like I said, you cant cancel the brackets like that. You cant simplfy x^2 - x^2 = x^2 - x^2 to x = x like you're trying to do. Why did you cross the brackets? Cause they are the same? Well in that case, x^2 - x^2 is the same to begin with so using your theory you could just cross both sides out and get 0. And in reality you'd simplify both sides first, and find that x^2 - x^2 = 0, so the answer to the whole problem is simply 0.

So in short, you're method and answer are wrong.

Heres something that will fuck with you thought, 2 + 2 = 5 for large enough instances of 2.
 
^^what the hell, I can't see the attatchment
let me in Illuminattile, it's me Ken man
let me in brothers let me in

edit* its showing now. im going to look at ti in a bit need to catch a train now :(
 
ok here.. this is the first step, X^2 - X^2 = X ^2 - X^2

Now step two: x(x-x) = (x-x)*(x+x)
cross out the (x-x) and you are left with

1x = x+x which is 2x

1x = 2x cross the x's out and u get 1 = 2

i don't know lol...
 
^^ Dude, drop it, you're just making yourself look dumb now.

X^2 - X^2 = X ^2 - X^2
is 0 = 0

Case closed. Even if it wasnt, your mathematic methods are wrong.

Just stop it.
 

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