1 - .999...... = 000.... which also would = 0
therefore .000... = 0
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Since there are infinite possibilities of reality, the possibility of this reality taking place is........
1/∞ which = .000.... which also = 0
Therefore the possibility of anything happening ever is 0.
In conclusion, if .999... = 1 then .000.... = 0 and reality is impossible. come at me.
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07-13-2012, 04:05 AM #1
If .999 repeating = 1 then.......
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07-13-2012, 04:08 AM #2
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07-13-2012, 04:10 AM #3
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07-13-2012, 04:39 AM #4
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07-13-2012, 04:41 AM #5
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07-13-2012, 04:48 AM #6
Why you posting second hand misc threads up in here anyway?
http://forum.bodybuilding.com/showth...hp?t=146457883
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07-13-2012, 04:50 AM #7
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07-13-2012, 04:52 AM #8
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07-13-2012, 04:53 AM #9
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07-13-2012, 05:03 AM #10
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07-13-2012, 05:13 AM #11
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07-13-2012, 05:41 AM #12
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07-13-2012, 05:49 AM #13
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07-13-2012, 05:52 AM #14
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07-13-2012, 06:24 AM #15
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07-13-2012, 06:29 AM #16
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07-13-2012, 06:43 AM #17
.9999 does not equal 1 but it is as close as you can get without actually arriving there so we round up.
If there are infinite possibilities of reality then the possibility of this reality taking place is 100% since all possible realities take place. The possibility of you being in this reality is quite high since you are in it. If all realities occur then the possibility of anything ever happening is 100% since there are infinite possible realities meaning anything that is possible would occur.
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07-13-2012, 07:15 AM #18
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07-13-2012, 07:34 AM #19
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07-13-2012, 07:42 AM #20
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07-13-2012, 07:47 AM #21
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07-13-2012, 11:00 AM #22
apparently nutrition misc should stick with nutrition.
.999... = 1
Its an accepted mathematical fact and there valid proofs for it.
saying that .999... < 1 is the equivalent of saying the .333... is less than = 1/3
if there are no numbers that are smaller than 1 yet larger than .999..., they are by definition the same number.
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07-13-2012, 11:06 AM #23
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07-13-2012, 11:26 AM #24
He's right. Plus, .999... =/= .999. The ellipsis is key.
Here's one way to prove it:
So, the number 0.999 can be written as the sum of 9/(10^1) + 9/(10^2) + 9/(10^3). If we wanted add a 4th 9 at the end, then we would add 9/(10^4). So, if we want n number of 9s, then we'd have a series such that all the terms of 9/(10^k) are added together, where k = 1 to n.
If we try to computer 0.999..., we must note that there is an infinite number of 9s. So we'd have the following series: sum of all terms 9/(10^k) where n = 1 to infinity. 9/(10^k) can be rewritten as [10^k/10^k - 1/(10^k)]. Obviously, 10^k/10^k is = 1, so we get [1 - 1/(10^k)]. Because this infinite series converges, we can write it as a limit.
1 - [limit (k --> infinity) 1/10^k] = 1أشهد أن لا إله إلاَّ الله Ùˆ أشهد أن Ù…Øمد رسول الله
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07-13-2012, 11:26 AM #25
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07-13-2012, 11:30 AM #26
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07-13-2012, 11:36 AM #27
Can't believe I'm writing a srs response to this. You got me LIME, you fukkin got me.
The reals under addition form an abelian group. You're implicitly assuming this. Thus, the associative property holds and the additive identity is unique.
The claim that there exists some a!=1 such that 1+(-a)=0 does implies that -a is the additive inverse of 1 so now we have that 1+(-a)=0 and 1+(-1)=0, as you suggest. One of the following must now be true:
1) there is another identity 0'!=0
2) a=1
As 1 cannot be true (because the reals under addition are abelian) the assumption that a is not 1 must be false. QED bishes.
As to the argument that .999...=1 I refer you to the density of reals. Certainly as the precision increases the differences converge to 0, but convergence is not equality.
Edit: ugh. /nerdmodeClear eyes, full heart: can't lose.
Log: http://forum.bodybuilding.com/showthread.php?t=142413581
"So get off your keyboard because there is an empty squat rack somewhere that commands your attention." -Blaine Sumner
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07-13-2012, 11:43 AM #28
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1-.999 isn't 0... it's .0001, which =/= 0
You can't just round things like that and make it a mathematical proof.
For instance, if you took 1,000,000 x .999, you get 999,000...
If you take 1,000,000 x 1, that's obviously not 999,000.. so .999 can't be the same as 1."When I die, I hope it's early in the morning so I don't have to go to work that day for no reason"
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07-13-2012, 11:59 AM #29
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07-13-2012, 12:02 PM #30
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