33. Theorem : Union of two Closed Sets is a Closed Set .

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Lecture-26 | The intersection of two closed sets is a closed set | Real AnalysisLecture-26 | The intersection of two closed sets is a closed set | Real Analysis
Union of two closed set is closed (topology)Union of two closed set is closed (topology)
Union of two closed sets is closed | Real analysis | metric space | Basic Topology | Msc | BscUnion of two closed sets is closed | Real analysis | metric space | Basic Topology | Msc | Bsc
Closed set||Theorem| Union and Intersection of Closed sets is Closed in Topological Space||Infinite+Closed set||Theorem| Union and Intersection of Closed sets is Closed in Topological Space||Infinite+
Union of a finite number of closed sets is closed.Union of a finite number of closed sets is closed.
Theorem: Union of two closed sets is closedTheorem: Union of two closed sets is closed
Lecture-24 | The union of two closed sets is again a closed set | Real AnalysisLecture-24 | The union of two closed sets is again a closed set | Real Analysis
Proof -Union of two closed subset of topological set is closed.Proof -Union of two closed subset of topological set is closed.