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0.999... not equal 1. Its Math BS

 
bbb

User ID: 130546
United States
10/25/2006 05:29 PM
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Re: 0.999... not equal 1. Its Math BS
5.4567... = 18000 if you consider that the small decimal increments in 5.4567.. will go on forever.

every number is a 'disconnected' aspect of 1 and zero is the total disconnection of 1.
 Quoting: Anonymous Coward 143138

laugh
Anonymous Coward
User ID: 132728
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10/25/2006 05:30 PM
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Re: 0.999... not equal 1. Its Math BS
OP has a point here guys..

think parabola.. some of you might need to google it
Anonymous Coward
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10/25/2006 06:10 PM
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Re: 0.999... not equal 1. Its Math BS
butt whip
Anonymous Coward
User ID: 150446
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10/25/2006 07:13 PM
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Re: 0.999... not equal 1. Its Math BS
1/9 = .111...
2/9 = .222...
3/9 = .333...
4/9 = .444...
5/9 = .555...
6/9 = .666...
7/9 = .777...
8/9 = .888...
9/9 = .999...

I see a pattern here. And if 9/9 = .999..., then .999... = 1, because 9/9 = 1.

I don't believe the people that posted here
are beyond a third grade level.

1/9th < .111...
9/9th > .999...
 Quoting: bbb




.1111... is an INADEQUATE representation of 1/9, so in effect, 1/9 > .1111..., because we KNOW that 9/9 ( or 1 ) is > .9999...
Anonymous Coward
User ID: 90967
Netherlands
10/25/2006 07:30 PM
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Re: 0.999... not equal 1. Its Math BS
number 1 is also an approximate number (nobody can say they know the real meaning of number 1 ) so the exact numbers are made only for easier calculations
Anonymous Coward
User ID: 158633
Russian Federation
10/25/2006 07:35 PM
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Re: 0.999... not equal 1. Its Math BS
Have you ever heard about Selector Calculus ?


[link to en.wikipedia.org]

or Finite Difference

[link to en.wikipedia.org]


Kind regards.
John Gabriel
User ID: 33838289
United States
02/06/2013 08:19 PM
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Re: 0.999... not equal 1. Its Math BS
Yes. It is true that 0.999... is not equal to 1.

0.999... is an ill-defined concept and one runs into problems with arithmetic when treating 0.999... as a number.

Arithmetic is guaranteed only to function correctly when the objects are rational numbers. Real numbers do not exist.

thenewcalculus.weebly.com/uploads/5/6/7/4/5674177/proof_that_​0.999_not_equal_1.pdf
Anonymous Coward
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Germany
02/08/2013 05:30 AM
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Re: 0.999... not equal 1. Its Math BS
bump
Anonymous Coward
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02/08/2013 05:41 AM
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Re: 0.999... not equal 1. Its Math BS
My calculator just told me that x*9=1 if x is equal to 1/9 which is .1 repeating, but it should be .9 repeating, does seem like bullshit really.
Anonymous Coward
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United States
02/08/2013 06:01 AM
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Re: 0.999... not equal 1. Its Math BS
I thought the same thing in 7th grade, but now I know its about understanding the concept of infinity. People always say no matter where you stop, it wont be quite one, which is true but infinity has no such bounds. Something else for thought, what does 1/2 + 1/4 +1/8 + 1/16 + 1/32 . . .(infinite parts) . . . equal. It may seem like adding infinite pices will give you a big number, but in actuallity the answer is 1
.
Anonymous Coward
User ID: 33830450
United States
02/08/2013 06:42 AM
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Re: 0.999... not equal 1. Its Math BS
tell that to the cashier when you fill up your tank....that missing 1/10 is real....and they want it!!!
Anonymous Coward
User ID: 27858309
United States
02/08/2013 07:17 AM
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Re: 0.999... not equal 1. Its Math BS
how do you land on the moon with fractions?
Dr. Ben Schillen
ILLUMICORP R&D

User ID: 12680882
United States
02/08/2013 04:09 PM

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Re: 0.999... not equal 1. Its Math BS
OP is a fucking idiot.

Consider

\sum_{n=0}^{\infty}\frac{9}{10}\left(\frac{1}{10}\right)^{n}


It is known, and rather obvious, that the series converges to one, as



1 + r + r^2 + r^3 + ... = \lim_{n\to\infty}(1 + r + r^2 + ... + r^n)
= \lim_{n\to\infty}\frac{1 - r^{n + 1}}{1 - r}



with r = \frac{1}{10} and a = \frac{9}{10} instead of 1.

Last Edited by Dr. Ben Schillen on 02/08/2013 04:18 PM

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