The integral is
.
Evaluate the integral by using substitution method.
\Let
Apply derivative on each side with respect to
.


.
Substitute
and
in
.



Substitute
.
.
Evaluate the integral
by using parts of integration.
Formula for parts of integration:
.
In this case
and
.
Consider
.


.
Consider
.

.
Substitute corresponding values in
.




Substitute
.


.
.
.