Answer:
<h2>The sequence Converges</h2>
Step-by-step explanation:
Given the sequence 
To find the limit of the sequence, we will first divide the numerator and the denominator through by the highest power of n which is n² as shown;

As
tends to
,
tends to zero where n is any constant, The limit of tyhe sequence as n tends to infinity becomes;

Therefore 
Since the limit of the sequence gave a finite number , the sequence converges.
<u>Note that the only case when the sequence diverges id when the limit of the sequence is infinite</u>