Yes, especially since it's not. :)

Consider:

0.00000 ... 00001 > 0.00000 ... 000009

Now if A > B and A = 0 than 0 > B so

0 > 0.00000 ... 000009

and we've found a positive number which is strictly less than zero.<blink><blink><twitch>

The problem comes from specifying a last digit since one can always specify one more after that which isn't zero and get a 'really' different number.

In reply to Re: Re:(jepri) .999999... == 1? (Somewhat OT) by scott
in thread .999999... == 1? (Somewhat OT) by Sherlock

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