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Re:0.999...= 1 by tomtomtom1 on Tuesday April 28, 2020 @10:54AM (#23007569)
> An infinite number of zeroes. . .and then a one. . .wait, you can't do that.

why not? why can't an infinitely small number exist?

Re:0.999...= 1 by Sharlin on Tuesday April 28, 2020 @11:10AM (#23007722)
It can, and infinitesimals are a part of so-called nonstandard analysis, but you cannot write an infinitesimal using decimal notation. "0.999…1" is simply meaningless, a contradiction. If you have a "…" it means there's no place where you could put a "last" digit. If "0.999…1" doesn't feel impossible enough, then what would "0.999…9" mean?
Re:0.999...= 1 by hinkley on Tuesday April 28, 2020 @01:14PM (#23009216)
People in this thread seem to think that “9 repeating” is not an infinity of nines but is instead “write or think of nines until you get bored and then write something else”
Re:0.999...= 1 by dsabanin on Tuesday April 28, 2020 @11:36AM (#23008015)
Because if it has 1 at the end, then this will mark it’s end, thus making it finitely small.