hahaha
want to see what a conversation between 2 SDC chairmen on this subject looks like?
here goes :
da taniwha says:
ahahaha this eazy
da taniwha says:
0.999999 is not 1
da taniwha says:
this 0.999999

fashionably away says:
hahahaha
fashionably away says:
zo u dizagree wiz this?
fashionably away says:
this 0.99999 ad infinitum
fashionably away says:
Okay. Now let's convert "one third" to a decimal. It equals 0.3333333 (recurring, obviously)
fashionably away says:
hahaha but da fact is, this an imperfect decimal sheet
da taniwha says:
hahaha when u add da recurrin sheet this becummah a bit confuzo
fashionably away says:
even if it go on foevah it needz 1 mo to make it a true sheet
da taniwha says:
correctly
fashionably away says:
hahaha actually this debate is about da concept of infinity
fashionably away says:
which is evidently hard to grazp cuz nosheeyat is infinite
fashionably away says:
possibly
da taniwha says:
uzelezz
fashionably away says:
x = 0.999999...
10x = 9.999999...
10x − x = 9
9x = 9
x = 1
fashionably away says:
hahaha now this
fashionably away says:
i contend wiz da x = 0.999999...
10x = 9.999999...
fashionably away says:
becuz if this cummah to a definite numbah
fashionably away says:
when u tymz this by 10 it becummah 1 lezz 9 on de end
fashionably away says:
which , when compacted back down divided by 10
fashionably away says:
createz a flaw
fashionably away says:
hahaha da poco is extremely obzezzed wiz this
da taniwha says:
this is correct
fashionably away says:
zhe zay 'i vil block u n not talk to u if u dun agree dat 0.9999infinity = 1'
da taniwha says:
hahaha da comme actually take da zide of a true intahllect?
fashionably away says:
hahahaha
fashionably away says:
[11:07:08 AM] I'm done, yo: hey
[05:43:16 PM] fashionably : mmm franknezz
[05:43:44 PM] drink coffee: i'm not talking to you unless you admit
that 0.9999.... (recurring) equals exactly 1
[05:44:21 PM] fashionably : right, explain why it does
[05:45:02 PM] drink coffee: okay, I will do
fashionably away says:
hahaha da poco went on to queote herzelf in da thread
da taniwha says:
hahahah this thread
da taniwha says:
even da TONY make a random entry
fashionably away says:
Yes, .333~ and .999~ are attempts to write down fractions as real numbers. So if you are going to see .999~ as the fraction it is trying to express then it does equal one.
fashionably away says:
hahaha da prometheuz knowz hiz sheet
da taniwha says:
hahahah no this is completely wrong
da taniwha says:
a fraction exprezin da .999 recurrin vil nevah equal to 1
fashionably away says:
hahahaha he mean dat .333infinity is an attempted exprezzion of 1/3
da taniwha says:
hahah DAT part is correct
da taniwha says:
but den he confuzo himzelf wiz da 0.999 sheet
fashionably away says:
but this is purely becuze this a fraction dat is impozzible to perfectly decimalize
da taniwha says:
this impozzible end up wiz da 0.999rec wiz 2 natural numbahz
fashionably away says:
1 is a perfectly demicalable sheet
da taniwha says:
this is correct
fashionably away says:
hahaha zo this debate is bazically rooted in de confuzo inherent in da concept of infinity, n da imperfection of da decimal zyztem
fashionably away says:
hahaha zhud i pozt n compete wiz da poco?
da taniwha says:
u is up againzt da 88ztreet intahllect
fashionably away says:
hahahaha i vil this convo
fashionably away says:
this an eg of da sdc intahllect vz da 88ztreet intahllect