Part 1. For the following rational function: f(x) = 2x2 - 3x - 2 9 - X2 Answer the following questions. There should be no spaces in your answers and the correct notation should be used. For coordinates, use brackets, such as (-2,0) If a value is a fraction, then enter the fraction in a/b form, NOT as a decimal For instance, the coordinate point (minus two thirds,0) would be entered as (-2/30) and the equation x = five halves would be entered as x-5/2. a) State the CASE of this rational function (1 or 2 or 3 or 4): b) State the coordinates of the y-intercept: c) State the coordinates of the x-intercepts, from smallest to largest (left to right): d) State the equation of the Horizontal Asymptote: ") State the equations of the Vertical Asymptotes, from left to right f) State the coordinates of the crossing point on the Horizontal Asymptote: Part 2. Simplify the following Case 2 Rational Function to a single fraction o(x) ~ 4X41 x - 2 - 1 State the equation of the Horizontal Asymptote: 23 P