Anonymous at Sat, 23 Mar 2024 18:00:01 UTC No. 16092843

Here we go yet again:
0/0 is referred to as undefined because:
N/N=1 unless N=0
And 0/N=0 unless N=0
So we have a discontinuity where it makes no sense to expect a dependable answer.
So multiplying by 0 doesn't do this because we have a non-number in our product.

Anonymous at Sat, 23 Mar 2024 18:02:19 UTC No. 16092851

It produces √0 which means 'unique zero'.

Anonymous at Sat, 23 Mar 2024 18:09:13 UTC No. 16092864

>>16092819
0/0 is undefined. If you have undefined anywhere in your calculation the end result will be undefined, even if you multiply it by 0

Anonymous at Sat, 23 Mar 2024 19:49:07 UTC No. 16093013

It's 0/(0/0).

Anonymous at Sat, 23 Mar 2024 19:51:07 UTC No. 16093016

>>16092864
>0/0 is undefined.
schizophrenia

🗑️ Anonymous at Sat, 23 Mar 2024 22:17:43 UTC No. 16093293

>>16092819
1/0 is infinity

2/0 is an infinity of double the scale

0/1 is an infinitesimal

0/2 is a half infinitesimal, which appears half as big as the normal infinitesimal

0^2/1 is an infinitesimal which appears infinitesimally small in proportion to the normal infinitesimal

0^2/0 is infinity

0^2/0^2 is 1

0^2/0^3 is 0

0 is an infinitesimal

0 is 0/1, the unit zero

0*(0/0) is 0, because 0/0 is 1, and 1 times 0 is zero.

Anonymous at Sat, 23 Mar 2024 22:21:26 UTC No. 16093301

1/0 is infinity

2/0 is an infinity of double the scale

0/1 is an infinitesimal

0/2 is a half infinitesimal, which appears half as big as the normal infinitesimal

0^2/1 is an infinitesimal which appears infinitesimally small in proportion to the normal infinitesimal

0^2/0 is 0

0^2/0^2 is 1

0^2/0^3 is infinity

0 is an infinitesimal

0 is 0/1, the unit zero

0*(0/0) is 0, because 0/0 is 1, and 1 times 0 is zero.

Anonymous at Sat, 23 Mar 2024 22:36:46 UTC No. 16093328

>>16092819
0 is the absence of state. Since by definition a denominator must consist of a state it is undefined.

Anonymous at Sat, 23 Mar 2024 22:41:42 UTC No. 16093335

>>16093328
0 can safely be rounded to 0

Anonymous at Sat, 23 Mar 2024 22:43:50 UTC No. 16093338

>>16093335
not over divisor functional space

Anonymous at Sat, 23 Mar 2024 23:12:40 UTC No. 16093373

>>16093335
Everything can be safely rounded to 0 depending on what scale you're operating at. 0 is a round number for all scales and bases.

...holy fuck is that where "rounding" comes from?

Anonymous at Sun, 24 Mar 2024 03:32:04 UTC No. 16093644

>>16093016
You can't cut something into zero parts. Dividing by zero is like cutting an apple and the apple disappears

Anonymous at Sun, 24 Mar 2024 03:34:38 UTC No. 16093647

>>16092819
0/0 = 1
0*1 = 0

Anonymous at Sun, 24 Mar 2024 03:37:58 UTC No. 16093652

>>16093647
>0/0 = 1
give nothing to no one. and you get to keep the 1

Anonymous at Sun, 24 Mar 2024 03:44:13 UTC No. 16093656

>>16093644
You can divide zero into zero parts.

Honestly would math break if every number were considered a factor of 0 instead of just 0 and we let 0/0 be one of those operations with multiple solutions like roots?

Anonymous at Sun, 24 Mar 2024 07:22:04 UTC No. 16093828

>>16093644
You can cut something into zero parts. It is a removal of the cut that separated the integer from the number line. The answer is now the entire number line.