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Could someone please help me with this problem 1. Prove that a is an accumulation point of a set S iff there exists a sequence

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Could someone please help me with this problem

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1. Prove that a is an accumulation point of a set S iff there exists a sequence (Sn) of points in S\\{x} such that (Sn) converges to x . o ( # ) x is an accumulation point of a set S = there exists a sequence (Sn ) of points in S\\ {a } such that (Sn) converges to x . o (

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