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In a message dated 4/12/04 12:15:18 PM Pacific Daylight Time, metalscarab writes:

 

Actually, my Maths teacher showed me how to prove that 1 + 1 doesn't always equal 2. Unfortunately I can't remember how it worked now as it's not all that important!

 

ugh

can we not discuss math..

it always makes my head hurt

hahahahahahhahahahaha

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So if you don't remember, I can help you with an example:

 

1a+1a = 1a under the condition that you don't just add 1+1, but you unify 1a and 1a. Then you receive 1a.

In a different way: 1 computer + 1 computer (unified with screwdrivers and necessary cables) = 1 big computer. The problem is here that the first 1a is not identical with the last 1a, i.e. even this is not correct.

Absolutely correct would be:

1+1 = 2 only

In a message dated 4/12/04 12:15:18 PM Pacific Daylight Time, metalscarab writes:

Actually, my Maths teacher showed me how to prove that 1 + 1 doesn't always equal 2. Unfortunately I can't remember how it worked now as it's not all that important!ughcan we not discuss math..it always makes my head hurthahahahahahhahahahahaTo send an email to -

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Hi Yannis

 

> 1a+1a = 1a under the condition that you don't just add 1+1, but you unify 1a and 1a. Then you receive 1a.

 

No - it was much more complex than that, and was proper mathematical proof, not some vague concept.

 

BB

Peter

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