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aeviaanah

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.999 infinity does truly in fact = 1.

1/3 = .333 infinity
1/3 * 3 = 1
.333 infinity * 3 = .999 infinity
Therefore...
.999 infinity = 1

Your turn...
 
However, if you want to make your brain itch, consider this: (... Meaning to infinity)
1/9=0.111...
2/9=0.222...
3/9=0.333...
4/9=0.444...
5/9=0.555...
6/9=0.666...
7/9=0.777...
8/9=0.888...
9/9=?
 
However, if you want to make your brain itch, consider this: (... Meaning to infinity)
1/9=0.111...
2/9=0.222...
3/9=0.333...
4/9=0.444...
5/9=0.555...
6/9=0.666...
7/9=0.777...
8/9=0.888...
9/9=?

Makes perfect sense when you stop trying to rationalize an irrational number. The same problem with the OP's math. There's a reason why leaving things as fractions is often better...

Edit: yeah, my terminology is wrong, they're not actually irrational numbers. But my point remains valid. What I get for not taking math class in 12 years.
 
However, if you want to make your brain itch, consider this: (... Meaning to infinity)
1/9=0.111...
2/9=0.222...
3/9=0.333...
4/9=0.444...
5/9=0.555...
6/9=0.666...
7/9=0.777...
8/9=0.888...
9/9=?
Those are not exact. They are the closest mathmetic equivalents we use to wrap our little minds around the concept.
 
Those are not exact. They are the closest mathmetic equivalents we use to wrap our little minds around the concept.

This simply isn't true. 1/3 is EXACTLY 0.333 to infinity. It is not an approximation. It is only an approximation if it does not continue to infinity.
 
0.99999999... = 1.00000000...

The best explanation I've heard for why I believe OP is correct, (if the zeroes are added) is that it is not possible to place a number between 0.nines forever and 1.zeros forever on a number line, therefore they must be at the same place on the number line.
 
This simply isn't true. 1/3 is EXACTLY 0.333 to infinity. It is not an approximation. It is only an approximation if it does not continue to infinity.

No, it is not exact. Why do you think it has to continue to infinity? Because no matter how many 3's you add, it will NEVER be precise. A precise fraction is 1 that can terminate, such as 1/4. There are "terminating decimals" and there are "repetends", or "repeating decimals".
 
No, it is not exact. Why do you think it has to continue to infinity? Because no matter how many 3's you add, it will NEVER be precise. A precise fraction is 1 that can terminate, such as 1/4. There are "terminating decimals" and there are "repetends", or "repeating decimals".

I'm sorry, but you are wrong. Do you know what the term infinity means? When a repeating decimal is written to infinity (line or dot over the repeating decimal), it is an EXACT representation of the fraction.
 
This is one of those cases where mathematical definitions stand at odds with basic logic. A cannot simultaneously be A and not A. Approaches does not mean equals
 
This is one of those cases where mathematical definitions stand at odds with basic logic. A cannot simultaneously be A and not A. Approaches does not mean equals


This is the best argument I've heard against the premise.
I have a hard time saying that we can cheat math tho. It either works or it doesn't.
 
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