# One of the Oldest Math Tricks

January 17th, 2010 by Steven Pomeroy | Filed under Math Tricks.

Many of you may have seen this one before – it is very old (I first saw this in grade school, which makes this example of **math tricks** ancient!).

Yes, it is the infamous 2=1 “proof”. Here I present it to you as a graphic an also as a video set to Beethoven’s 5th (yea – it was raining yesterday so I had a lot of time on my hands!).

First, here is the graphic of the proof:

And now for the video proof:

So that is the proof. Can you spot where the error is?

Tags: 2=1, math proof, Math Tricks

By the first line: A=B => A-B=0

…

(A+B)(A-B) = A(A-B)

You can’t divide by (A-B), you can’t divide by 0!

as said a-b never cancelled bcoz a-b=0 and 0 never cancels other 0

don’t call it a proof. it’s not a proof.

ahahahahaha.. it’s a nice trick.. ^_^v

if A=B

so, A-B = 0 right.?

therefore: => (A+B)(A-B) = A(A-B)

=> (A+B)(A-B) = A(A-B)

——– —-

(A-B) (A-B)

=> Let us A=2 and B=1; therefore; (A-B) is (2-1)

=> so the A-B = 0

=> the solution must be undefine…

…………………………..♣cUtEmAntsAnG♣………………

haha thats ridiculous .. 2=1, but u see its true

how did u get the third line?

Stanley, given that A=B, you can write this line as it is, and then continue with the rest of the argument.

Realy amazing

[…] mattetrick 1 […]

Yeah, cause its like saying 1000 . 0 = 5 . 0

Does that mean, that 1000 = 5? No…..