Calculate ∫sin(lnx)dx\int \sin(\ln x) dx∫sin(lnx)dx.
x2(sin(lnx)−cos(lnx))+C\frac{x}{2} (\sin(\ln x) - \cos(\ln x)) + C2x(sin(lnx)−cos(lnx))+C
x2(sin(lnx)+cos(lnx))+C\frac{x}{2} (\sin(\ln x) + \cos(\ln x)) + C2x(sin(lnx)+cos(lnx))+C
x(sin(lnx)−cos(lnx))+Cx (\sin(\ln x) - \cos(\ln x)) + Cx(sin(lnx)−cos(lnx))+C
x(cos(lnx)−sin(lnx))+Cx (\cos(\ln x) - \sin(\ln x)) + Cx(cos(lnx)−sin(lnx))+C