Answer
as n gets larger, $a_{n}$ gets closer and closer to $0$
.
Work Step by Step
The general term of the sequence is defined as a function of the index n, (a positive integer):
$a_{m}=f(n)$ ,
Graphing utility used: online (free) graphing calculator desmos.com.
Desmos has the option of defining element lists.
For the wanted n:[0,1000,100] there are 10 terms,
indexed $a_{100},a_{200}, ..., a_{1000}$,
which is why we define a 10 element list, $i$ = $[1...10]$,
and then multiply each index by 100 $(n=100i)$
Graph of the sequence consists of the points
$(n,f(n))$
Here, as n gets larger, $a_{n}$ gets closer and closer to $0$.
