Is n+1 the same as the baseline infinity?

[KakarotGoku]

So since we all know that n+1 is the set of all natural numbers + 1 additional power backup.

Does this mean n+1 is stronger or bigger than baseline infinity? ie set of all natural numbers.

 

[KakarotGoku]

So since we all know that n+1 is the set of all natural numbers + 1 additional power backup.

Does this mean n+1 is stronger or bigger than baseline infinity? ie set of all natural numbers.

I know this seems obvious but just asking.

 

[KakarotGoku]

.

 

[Roun12]

No. It still only has a Cardinality of Aleph-Null.

Watch this for an explanation:

 

[KakarotGoku]

No. It still only has a Cardinality of Aleph-Null.

Watch this for an explanation:

I see so n+1=n right?

 

[Oblivion_Of_The_Endless]

Yes.

 

[Makoto500]

Men why did you even ask this :/

 

[KakarotGoku]

Men why did you even ask this :/

I had to, i got curious because i read something where you can add a additional power backup in n (so n+1 with 1 being the additional set) with n being the set of all natural natural numbers.