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•  » IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

## #1 2007-02-08 23:33:45

Anthony.R.Brown
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### IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

" IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! AND BOTH ARE MULTIPLIED BY THE SAME AMOUNT! ONE VALUE WILL ALWAYS BE GREATER THAN THE OTHER!! "

P.s I do need to add! to the above Quote: refers to Numbers Only! and No Algebra Symbols!!

A.R.B

Any Challenges on this!

## #2 2007-02-09 00:10:57

Toast
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### Re: IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

Multiply both by 0?

## #3 2007-02-09 00:33:12

kylekatarn
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### Re: IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

Anthony, you "theorem" just got pwnd by the Trivial case:P

Last edited by kylekatarn (2007-02-09 00:47:27)

## #4 2007-02-10 00:48:09

Anthony.R.Brown
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### Re: IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

1 x 0 = 1

0 x 0 = 0

I need more of a Challenge!!

A.R.B

## #5 2007-02-10 00:56:48

Maelwys
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### Re: IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

#### Anthony.R.Brown wrote:

1 x 0 = 1

0 x 0 = 0

I need more of a Challenge!!

A.R.B

Okay, here's a challenge. I challenge you to find a single calculator that will agree that 1 x 0 = 1. Because all mine must be broken, since they all seem to agree that any number multiplied by 0 (including 1) = 0.

## #6 2007-02-10 02:30:26

Ricky
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### Re: IF TWO NUMBERS START WITH A DIFFERENCE IN THEIR VALUES! By A.R.B

Anthony.R.Brown,

This is the third thread created on the same subject.  Please do not create multiple threads on the same subject.  Any further threads you create on this subject will be immediately locked, and possibly deleted.  Posting in the currently open threads and creating new threads on different subjects are of course allowed.

Ricky (Moderator)

To everyone else, please do not reply in the case that Anthony does create such threads.  This way, we may delete them without deleting any of your posts.

"In the real world, this would be a problem.  But in mathematics, we can just define a place where this problem doesn't exist.  So we'll go ahead and do that now..."

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