It is the continuum.
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It could be the cardinality of the set.
even numbers less that 10
No, the set of irrationals has a greater cardinality.
The set of odd whole numbers is countably infinite. It's cardinality is aleph null.
Actually, infinity is not a natural number. It is simply a concept of having no upper bound. However, it is possible to have and compare different infinities. For example, we use aleph_0 to represent the cardinality (size) of the set of natural numbers. The cardinality of the set of integers, rational numbers, gaussian integers all have the same cardinality of aleph_0. The set of real numbers has cardinality aleph_1, which is greater than aleph_0. It is possible to create a sequence of increasing infinities (aleph_2, aleph_3, ...), which are called transfinite numbers.