On 3 Mai, 08:45, Dan <dan.ms.ch...@gmail.com> wrote:
> 1/9 = 0.1111 ..... (infinity ones) it's ALSO a valid continuous > magnitude .
It is a limit, but it has no decimal representation.
If it had a decimal representation, then it would be in the following list which contains all decimal representations with the digit 1 having a finite index.
0.1 0.11 0.111 ...
Or can you determine a finite index which is not occupied by a 1?
Being infinite is a valid mathematical notion, but it is not a means to distinguish decimal representations. If there is a sequence of 1 larger than all sequences of the list (not only larger than every), then let me know the difference by naming the indices. Otherwise stop asserting unmathematical properties.