Question

Question:- prove that (1=2)
Prove that one is equal to two

Answer 1

Answer:

Ok, with a smile on our face, lets try to get this going:

Let two numbers be x and y

x.y = x²

Adding x² on both sides, we get:

x² + xy = x² + x²

Adding -2xy on both sides, we get:

x² + xy - 2xy = 2x² - 2xy

         x² - xy = 2 (x² - xy) ----------- (i)

From (i), we get write  x² - xy as 1( x² - xy)

Lets re-right (i) as follows:

1(x² - xy) = 2 (x² - xy)

Cancelling (x² - xy) from both sides we get 1 = 2.

Hence proved.