Math, asked by kumavatsameeta99, 4 months ago

11. Every sequence of n^2+ 1 real numbers contains a monotone subsequence of length at least(a)n
(b) n+1 (c)n +1 (d) None of these

Answers

Answered by 10034shuv

2

Answer:

Every sequence of n^2+ 1 real numbers contains a monotone subsequence of length at least (c)n +1

Step-by-step explanation:

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