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**Unformatted text preview: **8 è!!!!!!!!!!! 2-at = 1 (i.e., a = 1) to approximate I 3 ÅÅÅÅ 2 M . 9 .[10] The position function, s H t L , for a particle moving on a coordinate line on the interval @ 0, 6 D is given by: s H t L Ø ± t 2 § t § 1 2 t-1 1 < t § 2-t 2 + 6 t-5 2 < t § 4 t 2 ÅÅÅÅÅÅ 2-6 t + 19 4 < t § 5 13 ÅÅÅÅÅÅ 2-t 5 < t § 6 a) Plot v H L . 1 2 3 4 5 6 t-2-1 1 2 v H t L Using interval notation, H , b L , answer each of the following questions. b) When is the particle moving to the right? c) When is the particle moving to the left? d) When is the particle slowing down? e) When is the particle at rest?...

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- Spring '08
- FBHinkelmann
- Math, Calculus, Vector Space, 2 L, @0, 7 6 5 4 3 2 g