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Unformatted text preview: s = t 36 t 2 + 15 t + 1 , where t is the time after the motion starts and measured in seconds, and s in feet. a). When is the particle at rest? b). When is the particle moving forward? c). Find the total distance traveled during the rst 6 seconds. 4. Find y if x sin y = cos 2 y . 5. Given f ( x ) = x 612 x 2 + 3, ll in the following table. increasing on . decreasing on . concave up on . concave down on . local maximum at . local minimum at . inection point . 6. Two cars start from the same point. One travels east at 60 miles per hour and the other travels north at 45 miles per hour. At what rate is the distance between them changing 2 hours later?...
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 Fall '07
 RickRugangYe
 Derivative, Formulas

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