04-3-2004, 10:51 PM | #1 |
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0.99999999999(forever)=1
I seen the theroy that 0.9999(so on)=1 but what is the equation of how you do that...
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04-3-2004, 10:56 PM | #2 |
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04-3-2004, 10:58 PM | #3 |
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aperson brought this up in a thread awhile ago.
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04-3-2004, 11:00 PM | #4 |
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This is considered common knowledge by now.
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04-8-2004, 06:16 PM | #5 |
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just round to the nearest whole # buddy
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04-13-2004, 10:51 PM | #6 |
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buuuuullshit. Of course the limit of x as h->0.999~ is 1. That's what a limit is by definition. That just means that 0.999~ never reaches 1, which we already knew, it doesn't mean it equals 1. That can't be a very prestigious forum, that or ther just didn't present their data in a comprehensible way. That's like saying 0.000000~1 is equal to 0. Unlogical. Fallied mathimatical proof.
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04-14-2004, 01:00 AM | #7 |
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lim(m --> ∞) sum(n = 1)^m (9)/(10^n) = 1
0.9999... = 1 Thus x = 0.9999... 10x = 9.9999... 10x - x = 9.9999... - 0.9999... 9x = 9 x = 1. Check the math. |
04-14-2004, 01:30 AM | #8 |
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The anonymous coward proves it to be correct. Now will someone PLEASE lock this?
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04-16-2004, 12:58 AM | #9 |
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i wasn't logged in!!!
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