(1+1)/♾️ differs from (1/♾️)+(1/♾️) Part 3

(1+1)/infinity is 2/infinity is just x/infinity, where x is a positive real.

While

(1/infinity)+(1/infinity) would be;

1*1+1/infinity+1/infinity*1+infinity/infinity 

Is ((3+infinity))/infinity)) is greater than 1/infinity 

I take it as a Real compliment that none of the Patsers here, attacked this Thread.

oh really

Infinity has properties that make it impossible to work with in normal equations so stop thinking you can do it or else I will use my secret weapon

1/0 also has property’s like infinity if u want my opinion I liked it better when you taught exponents to people

Please make more, sense.

What is this???

Isn't Infinity infinity???

1/(/infinity) is infinity

While

-1/(1/infinity) is -infinity

Showing 1/infinity differs from -1/infinity. And neither are 0.

You Sh*t up.

Masochist.

Please learn to make sense of it

Anyways