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- Slide 1
- Graphing Rational Functions
- Slide 2
- Example (1) For the following function: determine the intervals of increase/decrease, the intervals of upward/downward concavity, the points of extremum and inflection, the intersections with the axes and the asymptotes and then graph it.
- Slide 3
- Asymptotes
- Slide 4
- Intersection with the Axes & Extremum See Appendix
- Slide 5
- Intervals of increase/decrease
- Slide 6
- Another Way to show extremum First Derivative Test
- Slide 7
- Concavity
- Slide 8
- Graph
- Slide 9
- Example (2) For the following function: determine the intervals of increase/decrease, the intervals of upward/downward concavity, the points of extremum and inflection, the intersections with the axes and the asymptotes and then graph it.
- Slide 10
- Asymptotes
- Slide 11
- Intersection with the Axes & Extremum See Appendix
- Slide 12
- Intervals of increase/decrease
- Slide 13
- Another Way to show extremum First Derivative Test
- Slide 14
- Concavity
- Slide 15
- Graph
- Slide 16
- Example (3) For the following function: determine the intervals of increase/decrease, the intervals of upward/downward concavity, the points of extremum and inflection, the intersections with the axes and the asymptotes and then graph it.
- Slide 17
- Asymptotes
- Slide 18
- Intersection with the Axes & Extremum See Appendix
- Slide 19
- Intervals of increase/decrease
- Slide 20
- Another Way to show extremum First Derivative Test
- Slide 21
- Concavity
- Slide 22
- Graph
- Slide 23
- Appendix Differentiating & Simplifying
- Slide 24
- Example(1)
- Slide 25
- Slide 26
- Example(2)
- Slide 27
- Slide 28
- Example(3)
- Slide 29
- Slide 30
- Slide 31

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