Countably infinite means you can set up a one-to-one correspondence between the set in question and the set of natural numbers. It can be shown that no such relationship can be established between...
It is still infinity. The problem is that (although it is easy to think of it this way) infinity is not a number. Infinity is, rather, the concept that something is boundless.Thus, "infinity +...
Because infinite means never ending - therefore there can never be a final answer, but sometimes an infinite series will converge to a finite answer. An example of one that results in an infinite...