The series is .
The function is
Apply integral on each side. \ \
\Consider .
Apply derivative on each side with respect to .
. \ \
Substitute and
in the integral. \ \
Substitute .
.
.
If the value of , then the series is diverges.
Integral Test.
\.
If .
The series is converges if .
If .
The series is diverges if .
The series is converges if
.