chajadan@mail.com wrote: > > I do not define 0.999... to be a limit and specifically state that I > do not argue such a limit is not in fact 1. If I am offering a
Then you don't know what the unfortunate 0.999.... means. It is the limit of a sequence of finite sums as I pointed out.
An infinite series is the limit of the seauence of its partial sums, provided the limit exists which in the case at hand it does, as I pointed out.
