Please integrate by parts using the u, du, v, dv method. Please show all steps and work.

\fAs in , integral guile of integration by parts is used, According to the mile of integration by parts , we get : ( y du = you - fudy then we getg 1 x In qu)du = In ( ulx Idu - ( d ( lulu ) ) x du [ I du du so here we let, U = 1 and du = due The we get from integral, 1 x u) du Jcosx (en( since)dx= ( en ( 1sin x/) - 1 ) sinx + C