In terms of cardinality, are there more rational or irrational numbers?
This problem has already been published with the answer " more irrational numbers". I think there are more rational numbers. the definition of irrational numbers is:A real number that can NOT be made by dividing two integers. Since every irrational number has to be a combination of two integers it has to be included in set of two integers. There are many more sets of two integers that are rational.
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