It's that time again

I read it again and it is right.

No, it is equal to 1.
0.999... is a symbolism denoting a Limit of a sequence, not a sequence.

I can prove infinitesimals and the axiom of infinity doesn't exist with your proposition.

0.999... + infinitesimal = 1
infinitesimal = 0
infinity = any number / infinitesimal
infinity = any number / 0

>upload date: Apr 1st

>0.9999... is an irrational number

Get ready brainlets
>Infinity/Infinity=1
>Infinity/Infinity + Infinity/Infinity =2
>1=2

kek

>They can be equivalent, but they are not the same
Wrong by definition.
Being in the same equivalence class is he definition of equality.

>Depending on the scale to which they are applied it becomes very revelant.
You are mathematical illiterate please delete your posts.
This seriously is insulting.

>I read it again and it is right.
No. Two real numbers are equal if they are members of the same equivalence class of Cauchy series of rational numbers.

i dont get it.

how do u go from 1 + 1 = 2 into 1 = 2?

just by simplifying the left hand expression?

inf + inf / inf + inf = inf / inf ???

>infinity = infinity + infinity
>infinity/infinity +infinity/infinity
>= (infinity + infinity)/infinity
>=infinity/infinity = 1

You can make this stuff up.