The function is
Consider .
Apply derivative on each side with respect to .
Substitute and
in the integral function.
Trignometric identity : , then
.
Substitute in the above integral function.
Reciprocal identitie: and
.
Substitute above function in integral function.
\Integral formula : .
Consider .
For a right triangle, and
.
then
.
then
.
then
.
Substitute corresponding values in the equation .
Quotient property of logarithms : .
.