0 Launch Meet x | {3 CourseMu-dt x | 0 GladesforM x l (:3 PortfolioPm' x | C3 PortfolioPrq x | :3 PurtfuliuPrq' x {p ClassProblei x H Inbuxm-m. x + v x (- 9 C 0 i yccd.instructure.oomfcourse5/29479fassignmentsf629657 l9 '5 *I l] o 5 Class Problems Week 12 A* 20225}? Home Announcements Due Friday by 11:59pm Points 10 Submitting a text entry box or a file upload Assignments File Types pdf, png. jpg. jpeg, and doc Available until May 20 at 11:59pm YCCD Zoom Problem 1 Syllabus Grades 0 A. Answer the questions below for the function f(z] = :63 7 12:13 + 9. I. At what points does this function potentially atten out? [Critical values, aka extremal? |l. Over what intervals is this function increasing? ||l. Over what intervals is this function decreasing? IV. Which points are a local minimum? V. Which points are a local maximum? B. You stand atop a roof of a building lSefeet high and chuck a baseball into the air. lties up, and then comes down. The path of ight is given by the function at) = 332 + 12:: + 15, where x is the horizontal distance it ies and fix] is the height at that point. The ball starts atop the building at a horizontal position of x=0 and stops moving when it hits the ground. I. What is the highest point the ball reaches? ll. What is the lowest point the ball reaches? Calendar I\". Where is the ball moving upwards? Where is it moving downwards? Problem 2 A. A restaurant's profits over the course of a day are given by the function P[t) = (z' 3)4 l 6(m 3)2 where t is the time since the manager unlocked the doors and the ,0 Type here to search