Can Anyone Explain the 1=2 Trick I Was Shown?

[Tido611]

I was once shown a cool little trick that "proved" 1=2 and i was wondering if anyone knew what it was or where i could find it, thanks.

 

[neutrino]

I just typed 1 = 2 in the Wikipedia search box and it led me to the page for 'Invalid Proofs'. You might also want to google it.

 

[matt grime]

There a thousands of 'em, all relying on the fact that dividing by 0 is not allowed. Just devise your own.

 

[Kurdt]

There are a couple of invalid proofs of this but there is a list on wikipedia.

http://en.wikipedia.org/wiki/False_proof

 

[Gib Z]

$$x^2 - x^2 = x^2 - x^2$$

$$x(x-x)=(x-x)(x+x)$$ Supposedly, the (x-x)'s cancel out, though it equals zero so you can't divide by it.

$$x= x+x$$

In other words, 1=2

 

[EmilK]

I was once shown a cool little trick that "proved" 1=2 and i was wondering if anyone knew what it was or where i could find it, thanks.

I generally despise such tricks, because as mentioned above, once you see one, you have pretty much seen them all. There are apparently over 36 million hits on Google using the term '"1=2" proof'. You could always spend the time on other things in mathematics than this

 

[Leopold Infeld]

Oh, come on, u don't need to despise them. It could be of great benefit to kids out there who for their first time had seen something unusual. This might inspire them to become the next person to solve riemann's conjecture or unifry all forces of nature. Just like Andrew Wiles who was inspired during his youth to solve FLT.

I first saw this 1=2 business when i was 15, amazed me to no end and made my interest in maths grew even more . haha

I generally despise such tricks, because as mentioned above, once you see one, you have pretty much seen them all. There are apparently over 36 million hits on Google using the term '"1=2" proof'. You could always spend the time on other things in mathematics than this