A A Strictly Increasing Sequence Of Positive Numbers That Converges B A Strictly Increasing Sequence Of Positive Nu 1 (91.61 KiB) Viewed 13 times
give an example of a sequence with given properties or state impossible
(a) A strictly increasing sequence of positive numbers that converges. (b) A strictly increasing sequence of positive numbers that diverges. (2,4,6,8,10, 12,...) (d) A sequence that is both increasing and decreasing. (c) A strictly decreasing sequence of positive numbers that diverges. Impossible (f) A bounded sequence that diverges. (e) A sequence that has exactly one convergent sub- sequence. impossible
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