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Real Analysis Homework Solutions by amrdif_20066729 is a document available to read on EtoBox.

The document contains a homework assignment on real analysis with 4 questions. 1. It proves that the space of continuous functions C([a,b]) is a Banach space under the supremum norm. 2. It shows that the space l1(N) of absolutely summable sequences is a Banach space. 3. It addresses properties of closure and sequences relating to closure in metric spaces. 4. It proves properties of the distance from a point to a set in a metric space.

Author

amrdif_20066729

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EN