Comments on: The Proof: 1 + 1 = 0 ? http://mathandflash.com/the-proof-1-1-0/ Problem Solving Math Olympiad For Primary School Thu, 10 May 2012 01:10:47 +0000 hourly 1 http://wordpress.org/?v=3.3.2 By: VARDHAN H DONTHI http://mathandflash.com/the-proof-1-1-0/comment-page-1/#comment-249 VARDHAN H DONTHI Tue, 24 Aug 2010 14:06:04 +0000 http://mathandflash.com/?p=129#comment-249 Within the square root, can we take sqrt. (-1)(-1) as sqrt.(-1)*sqrt.(-1). Is that possible. Think over it!!! Within the square root, can we take sqrt. (-1)(-1) as sqrt.(-1)*sqrt.(-1). Is that possible. Think over it!!!

]]> By: Rohedi http://mathandflash.com/the-proof-1-1-0/comment-page-1/#comment-37 Rohedi Thu, 09 Apr 2009 23:31:06 +0000 http://mathandflash.com/?p=129#comment-37 Okay brother, Now I need your help to deliver my general exact formula for Pi number to all visitors here and your colleagues that until now has been posted at the link : http://eqworld.ipmnet.ru/forum/viewtopic.php?f=3&t=148. Regards, Rohedi. Okay brother, Now I need your help to deliver my general exact formula for Pi number to all visitors here and your colleagues that until now has been posted at the link :

http://eqworld.ipmnet.ru/forum/viewtopic.php?f=3&t=148.

Regards,
Rohedi.

]]> By: admin http://mathandflash.com/the-proof-1-1-0/comment-page-1/#comment-35 admin Thu, 09 Apr 2009 03:04:10 +0000 http://mathandflash.com/?p=129#comment-35 @Rohedi:nice idea. @Rohedi:nice idea.

]]> By: Rohedi http://mathandflash.com/the-proof-1-1-0/comment-page-1/#comment-31 Rohedi Tue, 07 Apr 2009 10:23:44 +0000 http://mathandflash.com/?p=129#comment-31 1 + 1 = 0 ? Oh it is not supprised, because when refering to euclid theory there are two values for square root (sqrt) of every positive numbers. So the square root of 1 are plus 1 and/or -1. So when representing one of the number one at left sides 1+sqrt(1) we will find 1+1=2, or 1-1=0, even when both one are represented in square root : sqrt(1)+sqrt(1)=-1-1=-2, aren't there, hehehe. Maybe the primary reason why euclidian theory tends to unrecognize, because sometime it yeilds uncostumarily results. Happy with you brother.. Rohedi. 1 + 1 = 0 ?

Oh it is not supprised, because when refering to euclid theory there are two values for square root (sqrt) of every positive numbers. So the square root of 1 are plus 1 and/or -1. So when representing one of the number one at left sides
1+sqrt(1) we will find 1+1=2, or 1-1=0, even when both one are represented in square root : sqrt(1)+sqrt(1)=-1-1=-2, aren’t there, hehehe. Maybe the primary reason why euclidian theory tends to unrecognize, because sometime it yeilds uncostumarily results.

Happy with you brother..

Rohedi.

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