Do you mean ? (this sequence diverges to ; however, one could say that the sequence of its digits converges to a sequence of 1's)
I am just wondering - is there an iteration formula that converges to 1 recurring?
(not 0.11111111111 but 11111111111)
Not simply by saying 111111111 = infinity and then find one that keeps expanding, Im looking for
x0=1
x1=11
x2=111
etc.
Bit of a wierd question I know - But if anyone could show me a way (although I doubt that its possible) Id be very thankful Thanks