Find the indefinite integral ∫(sec2(x)+sin(x))dx\int (\sec^2(x) + \sin(x)) dx∫(sec2(x)+sin(x))dx.
sec(x)tan(x)−cos(x)+C\sec(x)\tan(x) - \cos(x) + Csec(x)tan(x)−cos(x)+C
tan(x)−cos(x)+C\tan(x) - \cos(x) + Ctan(x)−cos(x)+C
tan(x)+cos(x)+C\tan(x) + \cos(x) + Ctan(x)+cos(x)+C
−cot(x)−cos(x)+C-\cot(x) - \cos(x) + C−cot(x)−cos(x)+C