f is continuous iff closure of f inverse B is subset of f inverse of closure of B | Continuity of function | Real Analysis

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f is continuous iff closure of f inverse B is subset of f inverse of closure of B pdf
f is continuous iff closure of f inverse B is subset of f inverse of closure of B handwritten notes
X and Y are metric spaces, f is continuous iff closure of f inverse B is subset of f inverse of closure of B

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Posted by Cheena Banga | Mar 9, 2021 | Limit and Continuity, Real Analysis | 0 |