The integral is
.
Conisder
.
Substitute
in the integral.


Let
.

Substitute corresponding values in above integral.
\
Substitute
in the above equation.

If
then
is divergent.
Consider
.
Let 

Substitute corresponding values in above integral.
\

Substitute
in the above equation.


Case 1 : For
.
then
.
Equation (1) :
\
If
then
is divergent.
Case 2 : For
.
then
.
Equation (1) :
\
If
then
is convergent.
If
then
is divergent.
If
then
is divergent.
If
then
is convergent.