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The document discusses types of countable and uncountable sets with examples. It explains that: 1) Sets such as the natural numbers, squares of natural numbers, even/odd integers, and prime numbers are countable, as there is a 1-to-1 correspondence between these sets and the natural numbers. 2) The set of rational numbers is also countable, as rational numbers can be arranged in a sequence. 3) The set of points in a plane with rational coordinates is countable, as is the set of polynomials with intege

Author

kishalay sarkar

Language

EN