The document discusses key concepts related to derivatives using flashcards. It covers concave up and down parabolas, instantaneous velocity and acceleration as derivatives and anti-derivatives of position and acceleration functions, and defines average velocity as the change in position over time and average acceleration as the change in velocity over time.

1. Applications of Derivatives!

2. FLASHCARD 1Concave UP

3. FLIP SIDE 1The ends of a parabola go up!

4. FLASHCARD 2 Concave DOWN

5. FLIP SIDE 2The ends of a parabola go down!

6. FLASHCARD 3 Instantaneous Velocity

7. FLIP SIDE 3The derivative of a position function!&The anti-derivative of an acceleration function!

8. FLASHCARD 4Instantaneous Acceleration

9. FLIP SIDE 4 The second derivative of a position function!&The first derivative of a velocity function!

10. FLASHCARD 5Average Velocity and Average Acceleration

11. Average Velocity:Average Acceleration: Change in positionChange in timeChange in velocityChange in time