Describe symbolically the end behaviors of each polynomial function as seen in the tables. Verify what you have found by graphing the functions with a graphing tool. Ax): 8 (x): h (x ) : F(x): G(x): H(x): 2. What generalization can you make about the end behavior of polynomial functions? Justify your answer using the values you entered in the tables. ynomial functions) quation yac Indes e - 3. Use your knowledge of the end behavior of polynomials to justify your reasoning. a. Is it possible for a third degree polynomial to have exactly one relative extremum? Why or why not? approaches the softher b. How many relative extrema can a sixth degree polynomial have? Why? graph approach th decreasing c. Is it possible for a graph with two relative maximums and one relative minimum to be the graph of a polynomial of fifth degree? Why or why not