Can you Prove 3 equals 4?

Answer 1

Any two numbers of this type can be solved using boolean logics.......

It is very simple once had a glance on it .

Here is a method to prove x=y where x and y are any numbers.....

let XY = XY

We can rewrite the above as

ð X2 - (X+Y)*X = Y2 - (X+Y)*Y

ð Multiplying both sides with 2/2 we get

ð X2 - 2*x*(X+Y)/2 = Y2 - 2*Y*(X+Y)/2

ð Adding (X+Y)2/2 on both sides we get

ð X2 - 2*x*(X+Y)/2 + (X+Y)2/2= Y2 - 2*Y*(X+Y)/2 + (X+Y)2/2

ð This is in the form of a2-2ab +b2 = (a+b)2

ð (X - (X+Y)/2)2 = (Y-(X+Y)/2)2

ð Canceling the squares on both sides(case condition)

ð X-(X+Y)/2 = Y - (X+Y)/2

ð Canceling (X+Y)/2 on both sides

ð X=Y