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0/0

Name: Anonymous 2011-07-30 21:53

0/0 = 0 or 0/0 = infinity?
discuss.

Name: Anonymous 2011-07-30 21:56

that undefined you moron.
now prove me 1 = 0.9999...

Name: Anonymous 2011-07-31 12:57

>>2
(1, 1, 1, ...) and (0.9, 0.99, 0.999, ...) belong to the same equivalence class of convergent sequences. Hence, they are the same real number (construction of the real numbers via Cauchy sequences).

Name: Anonymous 2011-07-31 14:51

>>2
They aren't really.  It's just that they were set that way following the official definitions of real numbers.  So, no proof required, as it is consequence of how they handle the bullshit concept of infinity.

Name: Anonymous 2011-08-01 3:54

0/0=1?

Name: Anonymous 2011-08-30 19:40

0/0 = NaN

Name: Anonymous 2011-10-11 23:11

0/0 = All Real Numbers

Name: asdf 2011-10-13 11:20

heil jesus

Name: Anonymous 2011-10-25 10:44

• Consider the limit of x/y as x and y go to zero.
• Consider a number which, when multiplied by zero, gives you zero.

Or alternatively:

69 lol

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