Given that
\Substitute the value of u = e^2x and du = e^xdx
\For
Substitute u = sins and du = cos(s)ds then
\Write
\Integrate the sum terms by term and constant
\For integral cos2s substitute p = 2s ===> dp = 2ds
\The integral of cosp is sinp
\The integration of 1 is s
\Substitute back for p = 2s
\Substitute back
\Substitute the value that
\Take common
\The integral of the given equation is
\