Are there more terminating decimals than repeating decimals?
Both sets are countably infinite (infinite subsets of the countable set of rational numbers), and in that sense they have equal sizes. They have the same cardinality.
Are there more terminating decimals than repeating decimals?
Both sets are countably infinite (infinite subsets of the countable set of rational numbers), and in that sense they have equal sizes. They have the same cardinality.