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Infinity goes on forever and ever, and no matter how large a number you compare it to, your number will still be infinitely far away from infinity. To quote Caral Saga, "A googolplex [a huge number] is precisely as far from infinity as is the number one."

However, there are, in fact, different levels of infinity. Conceptually, you can represent this by comparing a one-dimensional infinity on a number line with a two-dimensional infinity on a plane.

A precise and complete answer to the cardinality of infinite sets can get pretty headdy. Check out http://en.wikipedia.org/wiki/Infinity#Set_theory for some interesting information.

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16y ago

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