4314 PM Wed Apr 13 no. pdsbeiearningontariaca 9 'v' 53%E} 20f3 You need to show the following work: determination of x and y intercepts determination of restrictions on x determination of equations of vertical asymptotes determination of equations of horizontal asymptote (and explanation of how you obtained these) determination of any point discontinuities (if they exist) determination of the derivative of your function determination of critical numbers for the first derivative test intervals of increase and decrease (based on first derivative test) max and min values (including both x and y values you may use decimal approximations) determination of the second derivative of your function determination of critical numbers for the second derivative test intervals of concavity (based on the 2"" derivative test) points of inflection (including both x and y values you may use decimal approximations) a sketch of your graph (by hand). The sketch should be large (at least half a page) and the following points/featu res should be labeled on your sketch: -vertica| asymptotes -horizontal asymptotes -x and y intercepts -maximum and minimum points -points of inflection a sketch of your graph on Desmos. The Desmos sketch should also have all of the key points/features labelled. Interview Once you have completed and submitted your work, I will interview you about it. In the interview, I will ask you how you determined some of the key features of your graph (eg: Explain how you determined the intervals of increase?). I will also ask you what some of the key features represent (eg: what is a point of inflection?) Interviews will take place on Monday April 4 and possibly Wednesday April 6. 4:14 PM Wed Apr 13 . . . 53%