2. (8 points) H(x) = 4x . (x+1) .(x-2) . (x+3) a. Find the degree of H(x). a) Degree of H(x) is b. Determine the end behavior of H(x). (Find the power function that graph of H(X) resembles for large values of (x].) b) y = c. Find X-int. and Y-int., if any. List points for the answer. c) X-int.: Y-int.: d. Determine whether the graph crosses or touches the x-axis at each X-int. d) Graph crosses x-axis at: Graph touches x-axis at: e. What is the maximum number of turning points the graph e) of H(x) might have (according to theorem)? f. Find the domain and range of H(x). g) D g. Sketch the graph of H(x). You don't need to find the local min and/or local max