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

1 answer

so look at the graph
is it always increasing or decreasing?
does it have a horizontal asymptote? (That would make it bounded)