There is no such thing! You clearly have no idea what 0.999... means!! It s a symbol which represents an "infinite series", which in turn is a sequence. The statement 0.999... = 1 means that the sequence converges to the number represented by the numeral "1".
>1 is a finite number >thus we have >a finite number = non-finite number >thus a contradiction in terms >thus >mathematics ends in contradiction > > > >It is pointed out >the symbol/numeral 0.9999.... represents a number N that number N never ends ie IS noni-finite >The symbol /numeral and the number ARE THE SAME they are equivalent concepts > >the numeral "0.999..."ie non-finite never ends and represents a number N That number N never ends ie is non-finite > >THE SYMBOL/ NUMERAL AND NUMBER ARE THE SAME THEY ARE EQUIVILANT CONCEPTS >