Math / CalculusQuestionEvaluate the following antiderivatives. a) ∫8cos(x)+sec2(x)dx=□+C\int 8 \cos (x)+\sec ^{2}(x) d x=\square+C∫8cos(x)+sec2(x)dx=□+C b) ∫x5+6xx3dx=□+C\int \frac{x^{5}+6 \sqrt{x}}{x^{3}} d x=\square+C∫x3x5+6xdx=□+CStuddy SolutionSummarize the solutions for both parts:a) ∫8cos(x)+sec2(x) dx=8sin(x)+tan(x)+C\int 8 \cos(x) + \sec^2(x) \, dx = 8 \sin(x) + \tan(x) + C∫8cos(x)+sec2(x)dx=8sin(x)+tan(x)+Cb) ∫x5+6xx3 dx=x33−4x−3/2+C\int \frac{x^5 + 6 \sqrt{x}}{x^3} \, dx = \frac{x^3}{3} - 4 x^{-3/2} + C∫x3x5+6xdx=3x3−4x−3/2+CView Full Solution - FreeWas this helpful?