Que1 Sketch the graph of f(x) = x3 3x + 2 after examining the Critical points, Maxima and Minima, Concavity and points of Inflection. l Quez The demand equation for a certain product is p = x2 10x + 300, 0 <_: x g . find the value of and corresponding price p that maximize revenue. que3 differentiate y="111(62x" ex quad equation tangent line to curve xex at e for determine whether it is a relative maximum or minimum point. clues function f has extreme point some> 0. Find the point