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Is 1/null the true infinity?

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Avatar of The_Mathemagician1
The_Mathemagician1
Nov 13, 2022
0
#1

Yes, because 1 is immeasurable great than null class.

But 1/0 is both negative and positive infinity, as a limit only.

Avatar of The_Mathemagician1
The_Mathemagician1
Nov 13, 2022
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#2

1/ (∅) would be infinity, as it cannot be a measured negativey. Unlike 0 which is not positive or negative, why the undefined form, 1/0 is both.

Avatar of Fig51
Fig51
Nov 13, 2022
0
#3
Interesting
Avatar of Jomsup
Jomsup
Nov 14, 2022
0
#4

Yes, I agree!

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supware
Nov 14, 2022
0
#5

It depends on a few things, e.g. what you mean by "true infinity". Rememer that there are lots of different infinities for different contexts

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