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What is the cauchy sequance of real nmbr |
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Answer»
A sequence {xn} of REAL numbers is SAID to be Cauchy sequence if for every ε > 0 there exists N ∈ N such that if n,m>N ⇒ |xn − xm| < ε. A sequence is Cauchy if the terms eventually get arbitrarily CLOSE to each other. = ε. = ε.
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