HomeCalculus Calculus How to Integrate 1 Cos 2x? By HTuser 2 (int cos(2x),dx) Let (u=2x) Then (du=2,dx), so (dx=frac{1}{2}du) (int cos(2x),dx=frac{1}{2}int cos(u),du) (frac{1}{2}sin(u)+C) (frac{1}{2}sin(2x)+C) Share FacebookXPinterestWhatsApp Suggested for You How to Calculate Area Under Curve? How to Find the Tangent Line? How to Find Limits Calculus? How to Find Inflection Point? How to Find Area Under a Curve? How to Do Chain Rule? How to Determine if a Function Is Continuous? How to Differentiate by Parts? How to Find Left Hand Limit? How to Find the Antiderivative of a Polynomial Fraction? How to Find the Max and Min of a Function? How to Find the Limit of a Function? How to Find the Derivative of a Graph? How To Take Antiderivative? How To Find The Slope Of A Tangent Line? How To Find Relative Extrema? How To Find Radius Of Convergence? How To Find Max And Min Of A Function? How To Find Local Maximum? How To Find Horizontal Tangent? How To Find A Derivative? How To Do Calculus? How To Determine An Infinite Limit? How To Solve Integrals? Load more Trending Today How To Draw A Fairy Drawing? How to Conceal Carry? How To Make An Armor Stand Minecraft? How To Determine Roof Pitch? How To Lower Ping? How to Madturbate Men? Load more