Question 13
It is known that $f(x_n)=\frac{n+1}{2n+1}$, $n\in\mathbb N$. Then $f(x_n)$ is:
The original choices overlap and one term has an ambiguous convention. Give any one correct choice or a correct description of the sequence. This is assessed manually; no extra proof or complete list of choices is required.
Original choices:
A. strictly decreasing
B. non-strictly decreasing
C. monotonic decreasing
D. strictly increasing
E. None of the above
The original choices overlap and one term has an ambiguous convention. Give any one correct choice or a correct description of the sequence. This is assessed manually; no extra proof or complete list of choices is required.
Original choices:
A. strictly decreasing
B. non-strictly decreasing
C. monotonic decreasing
D. strictly increasing
E. None of the above