SOLVED: Bounded monotonic sequences 2n Prove that the sequence with nth ", 3n + bounded below: (d)is bounded. (e) has Tmil: 215- iS monotonic increasing, (b) is bounded above. (c) iS is
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SOLVED: Theorem 2.1.10. A monotone sequence xn is bounded if and only if it is convergent: Furthermore, if xn is monotone increasing and bounded, then lim Xn supxn n € N. hOC
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SOLVED: 1. (30) A monotonic sequence is either nondecreasing or nonincreasing: A congruent sequence an is said to be eventually monotonic if all terms increase or decrease forn > k If the
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