Who says 1+1=2? It's 1.
See the following. 
The Proof:
Let's say that a = b
we multiply both sides by 'a'.
Then we'll see that
a x a = a x b
a^2 = ab
Now Remove b^2 from both sides
a^2 − b^2 = ab − b^2
Let's factorize both the sides
(a+b)(a−b) = b(a−b)
Now divide both sides by (a-b)
olé
a + b = b
Oh whoopee!
But since I said a = b
b + b = b you'll agree?
So if b = 1
Then this sum I have done
Proves that 2 = 1
See the following. 
The Proof:
Let's say that a = b

we multiply both sides by 'a'.
Then we'll see thata x a = a x b
a^2 = ab
Now Remove b^2 from both sides
a^2 − b^2 = ab − b^2
Let's factorize both the sides

(a+b)(a−b) = b(a−b)
Now divide both sides by (a-b)

olé

a + b = b
Oh whoopee!

But since I said a = b

b + b = b you'll agree?

So if b = 1
Then this sum I have done
Proves that 2 = 1

Last edited:


or a variable
is divided by Zero it is Infinity...

