Answer
Divergent
Work Step by Step
To graph the sequence, we can plot a list from 1 to infinity as points by letting $x = n $ and $y = a_{n}$.
From the graph, we observe that $a_{n}$ is negative when $n$ is odd and positive when $n$ is even. Since the value of $a_{n}$ oscillates between negative and positive values, it implies that the terms aren't approaching a finite value.
Therefore, the sequence is divergent.
