It can be considered a philosophical question, without any real answer.
But the easiest answer to this question is to consider the fact that an infinity is an infinity and have a beginning but no end. Then every infinity would have beginnings but no ends, so no matter how many you have, every infinity would still be equal to oneanother.
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There are different categories of infinity. Some infinities are larger than other infinities. The smallest is designated as nelph naught Hebrew letter that looks like N with a 0 subscript The Next larger is nelph one, etc
Yes.The set of {Aleph-null, Aleph-one, ...}, which is the set of the different infinities, has infinity as an element.Aleph-null is the countable infinity.
It means without limit, a sequence that goes on and on forever.But if you really want to get into it, there are different "levels" of infinity: or infinities with different cardinalities.
There's no such thing as "a square with different sizes". I'm thinking that youmust have meant "two squares with different sizes". The answer is still "no".
Penguins come in different sizes. Different species of penguins have quite different sizes.