Re: Can any one claim that (1 = 0.999...) now a days?

Timothy Golden <timbandtech@gmail.com> writes:

0.99999...

  What does "0.99999..." mean? One possible interpretation is

Sum( i=0; infinity; 0.9 *( 1/10 )^i ).

  And one can show that this sum exists and that the difference
  of this sum to 1 is smaller than every finite value, so this
  difference must be infinitesimal, i.e., zero.