If the sequence is increasing then it a) converges to its supremum b) diverges c) may...

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If the sequence is increasing then it a) converges to itssupremum b) diverges c) may converge to its supremum d) isbounded

if S= { 1/n - 1/m: n,m belongs to N } where N is the set ofnatural numbers then infimum and supremum of S respectively are a)-1and 1 b) 0,1 c)0,0 d)can not be determined

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