Directions: Attach this question sheet to your work, making it the cover page. The answer to each question should be on a separate 8 12 x 11 page with the question number clearly indicated. The pages should be organized together in order of the question number in pdf file and submitted on Blackboard where indicated. Show all steps, label, and simplify your answers. Assignment will be graded on clarity, neatness, and organization as well as correctness. 1) Solve the inequality for x. Leave your answer in interval notation. |2 5| 7 2) Graph the polynomial () = 3 32 13 + 15, showing the coordinates and location of all zeros, maxima, and minima on the graph. Round the coordinates to the nearest hundredth. 3) Given the function () = 2 3 1, compute and simplify ( + h) () h assuming h 0. Check by substituting = 1 and h = 2 in the above formula and in your answer, and compare the results. 4) Give the domain and the range of the function using interval notation. Sketch the function and label at least 4 points on the graph. () = 2 7 5) Find the inverse ()1 of the function () = 51 and check by showing that the composition 3 ( 1)() =