''does 0.999 = 1?''
#1
Nope, It's only 0.999
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#2
TruDat!
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#3
Lolwut? 0.999 = 0.999. Herp, Derp. ^_^
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#4
unless you round to the nearest integer Smile
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#5
Actually it meant 0.999... (Notice the punctuation) = 1

http://en.wikipedia.org/wiki/0.999...
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#6
@Lol

In that equation, the .999 is rounded and is not accounted for.
Think about it.
99999999999999999...
10000000000000000...

is not the same as
1
1
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#7
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Crap. This is correct.
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#8
That is COMPLETELY INCORRECT.

It doesn't work because 9.999... is not rational and therefore when multiplied is rounded.
You can tell the rounding error by plugging it back in.

10(1) =/= 9.999...
why? because 10 does not equal 9.999...

Didn't teachers tell kids to check their answers by plugging it back in?
Also this would appear as invalid in a calculator because a variable cannot have 2 numbers unless they are the same.
You cannot have X as .999 and as 1, they are different numbers. [unless it is a quadratic which it is not]

Which leads to another point, don't trust wikipedia.
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#9
Like I said, even if the first 2 equations check, if one doesn't...there was an error.
10(1) =/= 9.999... no matter how you slice it.
X cannot equal 2 numbers unless a quadratic and a quadratic that consists of 1 would only be X = -1, 1.

X = 1 and .999... is an invalid answer to any equation unless rounded.
There was a rounding error when 10 was multiplied to an irrational number.

That's like saying 10Ï€ is the same as 31.4, it's not. Pi is irrational and therefore would be rounded when trying to multiply it.
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#10
Think of it as being infinitely close to 1.


Something that is *infinitely* close to something, is that thing.
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