Take the set of all the positive integers (whole numbers). It'll look like "1, 2, 3..." and so on. It's infinite, right? Now add negative integers. It'll look like "... -3, -2, -1, 0, 1, 2, 3...". It's also infinite, but has more numbers than the first set. This is proof that something infinite can still grow, amirite?

81%Yeah You Are19%No Way
Suns avatar
0 3
The voters have decided that Sun is right! Vote on the post to say if you agree or disagree.

negative integers approach negative infinity and never get there while positive integers approach infinity and never get there. It's just basic calculus nothing special about it

No one said that something infinite can't grow

Anonymous 0Reply
@No one said that something infinite can't grow

The guy who voted this "No Way" did...

Suns avatar Sun Yeah You Are -1Reply
Please   login   or signup   to leave a comment.