1. Go Go Gryffindor Applications of Derivatives

2. Optimization FLASH Cards!

3. Using an equation’s derivative to find a local/absolute maximum or minimum that identifies the ideal or best case scenario. Optimization

4. Related Rated

5. Problems that use an equation and it’s derivative with respect to time to describe the way an object/ area changes over time and to predict how the object/area will behave. Related Rates

6. The extreme value theorem

7. If a function f is continuous on [a,b] then it will have an absolute max and min. The Extreme Value Theorem

8. Local extrma

9. The highest/ lowest point in a neighborhood of a graph, points where a graph changes from increasing to decreasing or decreasing to increasing. Local Extrema cannot be asymptotes Local Extrema

10. Absolute extrma

11. The highest/lowest point on a graph in a given interval. Absolute Extrema cannot be asymptotes. Absolute Extrema

12. Points of inflection

13. Points where the concavity changes from positive to negative. Points of Inflection