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### flashcards

1. 1. Local Max/Min<br />
2. 2. “Relative Extrema” <br />M=0<br />Local max – (increasing to decreasing)<br />Local Min – (decreasing to increasing)<br />First derivative<br />
3. 3. Concavity<br />
4. 4. Concave up<br />Concave down<br />Second derivative<br />
5. 5. Inflection Points<br />
6. 6. Concave up to concave down<br />Concave down to concave up<br />Change in concavity<br />
7. 7. Critical Numbers<br />
8. 8. Set derivative equal to zero and solve for x<br />Critical numbers that are undefined are not locals or inflection points<br />
9. 9. Absolute Max/Min<br />
10. 10. Absolute Extrema<br />Table of values<br />Max: highest point in an interval<br />Min: lowest point in an interval<br />