There are 8 Infinitesimal Indentities

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If we let x as well as y, be any real number greater than 0 for all identities.

Then they are

x/infinity, -x/infinity, xi/infinity, -xi/infinity, (x+y)/infinity, (-x+y)/infinity, (-x+y)/infinity, (x-y)/infinity

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Or! They would be

1/infinity, -1/infinity, infinity i, -infinity i, (1+I)/infinity, (1-i)/infinity, (-i+1)/infinity, and (-1-i)/infinity!

The Absolute Value of 0 which is 0. Is smaller than the Absolute Value of any of these other quintiles.

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One_Zeroth wrote:

Or! They would be

1/infinity, -1/infinity, infinity i, -infinity i, (1+I)/infinity, (1-i)/infinity, (-i+1)/infinity, and (-1-i)/infinity!

The Absolute Value of 0 which is 0. Is smaller than the Absolute Value of any of these other quintiles.

Does this mean that it's inverse; 1/0 is further away from the origin, 0, than the Infinitesimal inverse, infinity/1???

Yes!!!

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PawnStriker_17 wrote:
As Dua Lipa said. IDGAF

Anyone could have discovered that acronym.

But it is a true artist demonstrated in the works of Mine.

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Bump

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If 2/infinity is equal to 1/infinity, 3/infinity as well.

And -7/infinity is the same as -3/infinity, but is not 2/infinity or 3/infinity

Then this proves my 👉. point

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One_Zeroth wrote:

Or! They would be

1/infinity, -1/infinity, infinity i, -infinity i, (1+I)/infinity, (1-i)/infinity, (-i+1)/infinity, and (-1-i)/infinity!

The Absolute Value of 0 which is 0. Is smaller than the Absolute Value of any of these other quintiles.

Monumental!

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Prove it

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One_Zeroth wrote:

If 2/infinity is equal to 1/infinity, 3/infinity as well.

And -7/infinity is the same as -3/infinity, but is not 2/infinity or 3/infinity

Then this proves my 👉. point

This proves my point.

Avatar of DarthPhy

Prove it mathematically.

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Zeroth I have a question
Avatar of Meowing_power

Bro are you crazy about math, it was fun in my last school but freak, the new school in China muddled my brain up

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Bump

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Test
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Thx zeroith
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Ok, yw Sir

Avatar of Lincoy3304

You forgot j, matrices, vectors, functions, relations, sets, other imaginary numbers, differential equations, shapes, figures, planes, lines, etc…

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