Asked by Lia
Use the graph of the function f of x equals 2 plus 1 over x to determine which of the following statements is false for the sequence a sub n equals the sequence 2 plus 1 over n . (2 points)
The sequence is monotonic and bounded.
The sequence is bounded but not convergent.
The sequence is unbounded but convergent.
The sequence is unbounded.
Please Explain
The sequence is monotonic and bounded.
The sequence is bounded but not convergent.
The sequence is unbounded but convergent.
The sequence is unbounded.
Please Explain
Answers
Answered by
oobleck
so look at the graph
is it always increasing or decreasing?
does it have a horizontal asymptote? (That would make it bounded)
is it always increasing or decreasing?
does it have a horizontal asymptote? (That would make it bounded)
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