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Determine the boundary of the set Q of all the rational numbers in the real.line R


Prove that any two open intervals of the real.line are homeomorphic


Determine the boundary of the set Q of all rational numbers in the real.line.R


Prove that composition of continuous functions from topological spaces to topological spaces is continuous


Prove that every first countable space is second countable


Prove that every first countable functions from topological spaces to topological spaces is continuous


Determine all topologies on a set X ={a,b,c}


Let X be a infinite set with cofinite topology .prove that any bijection from X to X is a homeomorphism
Prove that the inverse of a.homeomorphism is also a.homeomorphism

Prove that a function f from a metric space X to a metric space Y is continuous if and only if the inverse image of any open subset of Y is open in X


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