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Cal exam 3
| Question | Answer |
|---|---|
| critical point | F'(x) = 0 |
| Largest > absolute max | Smallest > absolute min |
| in a closed interval there is only ___ cp | one |
| the first step of solving from a closed interval | Finding a critical point |
| the second step in solving a closed interval is | evaluating the second derivitive |
| f''(x) < 0 | Relitive max -> Absolute Max |
| f''(x) > 0 | Relitive min -> Absolute min |
| v(t) | = s'(t) |
| a(t) | = s''(t) = v'(t) |
| S 1 dx | x+c |
| S x dx | 1/2x ^2 +c |