1:11 Search X Unit 3 & 4 Summative Assessment 2 of 4 QUESTION 2 - 10 MARKS For this question, you will be asked to come up with your own quadratic function to examine. Your quadratic must be a trinomial (i.e. it must have 3 terms). To begin this question, please state your chosen quadratic function f ( x ) = a. Using the definition of a derivative, find f'(x). 4A b. Use your derivative to calculate the location (i.e. x-coordinate) of any local 2A maximums/minimums and/or inflection points. You must show all of your work (i.e. you can not just look at the graph, you must calculate where they are). c. Determine the equation of the tangent line to f(x) at x =3 47 QUESTION 3 - 14 MARKS On the provided grid (or on your own graph paper), draw any linear function, and label your line