Question 2. (1 points for parts (a)-(b), graded le correctness, 1 pants for part (c), ruled for completion) Aux (x) is continu on R and its first derivative is given by ()=(1)(2x+3). (a) Find the r coordinate of each local extreme point on the graph of /(x). (b) Find un aroundmake of every infection point on the graph of f().(o) Une parts (a)(b) to sketch one possible graph for f(2). Label the local extreme and inflection points. Page 1/12