The series is
.
Consider
terms in the series then the inequality is
.
Here
.
.
The series is in the form of
-series.
The general form of
-series is
.
Compare the series with general form.
\Here
.
The series is converges since the value of
.
Therefore, the series
is converges by using
-series test.
The series
is converges by using
-series test.