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Question:
Definition of a Cauchy Sequence:
A sequence (an) is called a Cauchy sequence if, for every ε > 0, there exists an N ∈ natural number such that whenever m,n ≥ N it follows that |an - am| < ε.
Sn = (-1)n/n. For all n in natural number
Prove that the given sequence: Sn is a Cauchy sequence by using DEFINITION.
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