Learnt this in Maths C
let x = .9999
10x = 9.9999
9x = 9
x = 9/9 = 1
I didn't read through that website that Samuraid posted, if its in that, sorry.
EDIT: Damn, it did. Oh well! I am smart in my own mind!
Learnt this in Maths C
let x = .9999
10x = 9.9999
9x = 9
x = 9/9 = 1
I didn't read through that website that Samuraid posted, if its in that, sorry.
EDIT: Damn, it did. Oh well! I am smart in my own mind!
In that thread i took the position that 0.9999 = 1 too.
*sigh* do I get dumber as I age?
i always hated math
A couple of years ago I had to proof that 0,999999..... = 1 with "the real proof" It's not that difficult though if you look at it for an hour or soOriginally Posted by Samuraid
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"Keep smiling, it makes people wonder what you're up to."
I seriously suck at maths. Stuff that gets as complicated as this is way out of my understanding. I'm only doing Intermediate GCSE maths! I think by what I understand at the moment that some of these guys are madly and nerdly correct!
LET THE HAMMER FALL
If 1 = 0.9999..., then why when I have an apple and take another apple I have 2 apples and not 1.9999... apples?
There is no signature here. Move along.
Thank you people. My brain just imploded. The one thing I know is 0.9 and 0.9999 have the same value, as the 9 is recurring, so I see where PG came from.
LET THE HAMMER FALL
Originally Posted by Maxx Power
you will have 1,99999999..... apples because
1 apple + 1 apple = 1 apple + 0,999999999 apples = 1,999999999.... apples
Ow yes I luv maths![]()
"Keep smiling, it makes people wonder what you're up to."
Oh my god. I hated that thread. I hate this thread too. 0,999whatever is not 1.![]()
Im going to go with common sence on this one and say that 0,9999...<1, proof or no proof.![]()
If you mean 0.999 requring ( if thats how its spelt ) it will never reach 1. It will just keep going forever and ever and ever...
The guy who wrote this article is a total jerk, so it's a shame that he's also correct. .9 recurring is equal to 1, because there is no number in between the two. And I suck at maths.Originally Posted by Samuraid
"The most important and recognize player in the history of the country."
Sometimes I wonder what my life would be like if I were as great as Paulo Wanchope.
Just because there's no number in between doesn't make it equal to it. >:/ Then .9[insert 9s here]8 would be equal to .9[insert 9s here]9 who's apparantly equal to 1. So in the long run 1 would be equal to 9. And that just ain't right, girlfriend.
This is decimals, Levian. It's a totally different and screwed up world of numbers then the basic 1, 2, err, 3, 4, 5, 6, 7, 8 and 9 (yay I got it right!)
LET THE HAMMER FALL
But the number 5 falls between 1 and 9, so the two can't possibly be equal. The idea of adding an 8 onto the end of .9 recurring doesn't really work, because there is no end to the sequence of nines for the 8 to be added to (since a recurring figure is repeated endlessly).Originally Posted by Levian
The easiest way to think about it is to think of .999 recurring as 3 x .333 recurring. Since .333... is equal to one third, three times that amount is equal to 1. 3 x .333... = .999, so .999 must be equal to 1.
This is a sucky explanation, and the reasoning is probably flawed, but that's the way I've always seen it. *shrug*
"The most important and recognize player in the history of the country."
Sometimes I wonder what my life would be like if I were as great as Paulo Wanchope.