Lecture 31 | A map f is continuous iff for any subset A, f(A) is a subset of cl(f(A)) | Topology

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A map f is continuous iff for any subset A f(A) is a subset of cl(f(A)) | Topology
#topology
#topologicalspace
  1. Comsian Math Academy
  2. topology
  3. topology by james r munkre
  4. topological space
  5. continuous image
  6. image of a is a subset of closure of image of a
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Sir please prove that subset of a topological space is continuous iff subset is clopen

cutiepiesadia