Consider the following higher degree polynomial function g(x) =- 2(x +2)(1 -2x)2 (x2+ 1) . a) What is the degree of this function? b) How many zeros does this function have? c) State the coordinates of the y-intercept. d) State the coordinates of the x-intercepts. e) Apply the Multiplicity Test and state whether the graph of the function crosses or touches these x-intercepts. f) Sketch the function. Construct a Sign Chart below the Cartesian Plane, confirming where the function is above or below the x-axis. g) Find the leading term of this polynomial function and apply the Leading Coefficient Test to confirm the end-behaviour of this function. Attach File Browse Local Files