Prove that convergent sequence determine its limit is unique
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Step-by-step explanation:
Step-by-step explanation:Theorem 3.1 If a sequence of real numbers {an}n∈N has a limit, then this limit is unique. ... We hope to prove “For all convergent sequences the limit is unique”. The negation of this is “There exists at least one convergent sequence which does not have a unique limit”. This is what we assume.
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