Soleron said:
It's not created by infinite additions. It's a fixed object with certain properties. Everything we do to test those properties (addition, multiplication, comparison) shows it is indistinguishable from 1. And the best way of thinking about it is that the number '1' has two valid decimal representations, being 1 and 0.999... |
How is 0.999... a fixed object? Is there some way you're getting 0.999... that I do not know of?
Are we talking about two different 0.999...'s because I don't think it would be a fixed object.
If we talk about 1/9 * 9 or 1/3 * 3 (or whatever else way people use to get 0.999 and 1 being the same thing), to some extent I agree that those two numbers are representing the same thing. I do not agree, however, that 0.999... as an infinity is 1.








