1. For the graph given: a) Label on the graph the local and absolute maximum/minimum points

b) Describe the end behaviors

c) State the interval(s) where the function is positive and where it is negative.

d) State the domain and range

\f4. For the given graph state the least possible degree. Justify your answer. 5. For the polynomial function f (x) = -2 2 (x + 6)]- 4 a) State the value of the parameters a,k,d,c and describe the transformations in words. (4) b) Complete the charts using a transformation approach, show steps/work (4) y =x3 f (x) = -2 2(x + 6)15 -47. Sketch a graph of a quintic polynomial function with the following characteristics: (2) -has three xintercepts -has fifth differences that are negative 8. Write a possible equation of a cubic polynomial function with the following characteristics: (2) - has a negative leading coefficient 1 - has zeros at 3 and