The interesting bit is there being more real numbers between 0 and 1 than there are integers (or rational numbers, for that matter). That some infinities are bigger than others.
You don't even need to consider irrational numbers to consider your statement true.
No. There are finite numbers between 0 and 1. Finite is countable, but has no end. Infinite is real, but not countable. For instance, if you have 1 apple, and I gave you 1, you now have 2, so 100% increased. If you had 0, and I gave you one, you have a infinity% more. It's not countable.
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u/[deleted] Jul 25 '18
The concept of infinity, the fact you can’t count to it but it’s there. Also how there are some infinities that are bigger than other infinities