Empire War Forums

What set are you wanting them from :thinking:

No

1. Decimals nor integers are (rational) numbers, thus making my answer correct.

That is like asking to put every number between 1 and infinity because no matter what, there will always be a number you missed

I’m too dumb for this

Didn't ask for rational numbers

Nah you can't. There are an infinitely large amount of numbers between 0 and 1.

[user]7189164[/user] he also didn't ask for irrational numbers.

Like Class said, it's infinite.

(0,1) Every number we define as “between” 0 and 1 lies in this range. Because they are uncountably large you cannot get a list of each one in particular (check out cantor’s diagonalization Argument for more info)

Could it be [0,1] as well, since both 0 and 1 are included in the solution set?

He asked for "numbers," which includes both rational and irrational numbers.

There are numbers and whole numbers.

i read the question as "between" not "including" but yes the boundaries could be hard.

How odd, I suppose it's simply my memory of math being incorrect. I googled the definition to see that you are indeed correct.

Are we talking whole numbers? Or everything? 'Cause if it's whole numbers, then it's do-able. Otherwise... ...Lol!

Everyone acting like an algebra major on a Donald Trump fan wall

Is that so?

No.. it's infinite

No, I'm still in pre-school.