When I was class nine. Someone told me to prove 2=1. That's mean, if someone give 1, he can get 2. That time I gave him this prove,
That time he couldn't get the mistake of the prove. The mistake is, we can't divide 0 by anything. So, here we can't divide 0 by 0.
Here have another prove of that. But, normally anyone can't get mistake of these equation. Here the prove...
If a=b,
We can write , a^2 = ab and a^2-b^2=0.
SO,
a^2-b^2=a^2-ab
▶(a+b)(a-b)=a (a-b)
▶a+b=a
▶2a=b
▶2 = 1
a^2-b^2=a^2-ab
▶(a+b)(a-b)=a (a-b)
▶a+b=a
▶2a=b
▶2 = 1
So, 2 = 1 is proved......
Awesome design
ReplyDeleteIn the las prove have a hiden problem. Which can't be known by the secondary lavel. That is, in the second line of the equation (a-b) can't be divided at the both side.......
ReplyDeleteWhy can't divide?
Delete