Originally posted by: OIKOS
u know what??? i know how to let this thread die...... :evil:
Originally posted by: OIKOS
u know what??? i know how to let this thread die...... :evil:
Originally posted by: RossGr
'Cause of this thread, I have modified my sig. Now to see how a mathematician approaches this proof simply click on the link in my sig.
Originally posted by: RossGr
If you consider it, my second proof provides a very nice intutitive insite. No matter how small of number I add to .999... I can sum to one and still have an infinite "tail" of nines remaining.
Originally posted by: MAME
To the person who said .333... is an approximation of 1/3: you suck at math.
1/3 = .333...
3/3 = .999... = 1
]With this extension axiom the nonterminating decimals are now well-defined. So are the additive and multiplicative operations in R*. We next include the standard metric on R* among its axioms. Then we discover more new elements. For example, the limit of the nonstandard Cauchy sequence 0.1, 0.01, 0.001, ?, is a special nonstandard number of order 1/10 called dark number. We denote it by *; it satisfies * = N - (N-1).999?, N = 1, 2, ... .
Originally posted by: bleeb
Yeah, thats why I graduated with a major in Math, Applied Math, and Computer Science. I suck at math. Besides, I'm only goofing around. The point I'm trying to make is, that even though there are all these proofs.... they can always be tested and tested for validity. If someone finds something new or comes up with something ingenius to disprove, then its all the better. Even though a lot of us are testing out goofy theories, or just attacking common assumptions or whatnot, only good can come of this... dont' you think? Its sort of like finding all the base cases to a problems, then looking at the more difficult to find situations.
Also... 3/3 = 1 != .9999....
Originally posted by: Amorphus
oh my... its up to 30 pages.... of 50 posts each... eek. you all need a life.