In this post, you will use the first and second derivatives of a function (along with a few other pieces of information) to sketch the graph of a function. Sketch the graph of a single function f (x) that satises all ofthe following conditions. Use the techniques that we have learned in this course to do so. , 16(x+2) f(X) (6x)3 ,, 32(x+6) f (X) (6x)4 The domain off is (00, 6) U (6, 00) x = 6 isavertical asymptote off lim f(x)=l, lim f(x)=1 xfOO xbe f(2)=1 After you have sketched the graph, label the equations of the asymptotes, as well as the locations of any local extrema. Then, explicitly state the intervals of increase and decrease, the intervals of concavity, and the x-coordinates of any inection points. For your explanation, please describe how the shape of your graph is achieved from the first and second derivatives. Reply