1. Create your own Rational Function that meets the following criteria e Has one hole (removable discontinuity) e Has one vertical asymptote e Has an Oblique Asymptote Hint: Start in factored form 2. Write the equation of your rational function in standard form. 3. For your rational function, perform the appropriate mathematical analysis following the algorithm for graphing rational functions to determine the following information for each rational function: - domain - x and y intercepts - coordinates of the hole (removable discontinuity) - equations of vertical and oblique asymptotes - Behaviour of function on the left and right hand side of the vertical asymptotes - End Behaviour of function 4. Use this information to sketch a graph (on graph paper or neatly on lined paper) of your function. Label and use an appropriate scale for your x and y axes