Answer:
Option A is correct.
True.
The series:
is convergent
Step-by-step explanation:
Comparison Test:
Let
for all n.
If
converges, then
converges.
If
diverges, then
diverges.
Given the series: 
then;


By comparison test:

P-series test:
where p> 0
If p>1 then the series converges and if 0<p< 1, then the series diverges.
By using p-test series in series 
then;
is a p-series, with p> 1, it converges.
Comparing the above series with
, we can conclude that
also converges and 
Therefore, the given series is convergent.