exam3review X E-book - Calculus 1 - Fall 20 x *Homework Help - Q&A from x CamScanner 10-22-2021 20 x Mathway | Calculus Problen X 5 Homework5 (6).pdf X + X achieve.macmillanlearning.com/courses/v35kuj/e-book ABP * G Apps Dashboard YouTube ? Lol Esports Home / Twitter Comp Sci Four year... " Twitch sees Lol Stats, Record R... Watch Free Movies... N Netflix @) Dungeons - the Rot.. Other bookmarks Reading list MAT 1110: Calculus 1 - Fall 2021 Q Geoffrey Zhu Table of Contents X E-book NOTEBOOK 355 4.4 Local Extrema and Concavity In Problems 13-15, find the local extrema of each function: ()) a. Using the First Derivative Test. Aa 4.5 Indeterminate Forms and L'Hopital's Rule b. Using the Second Derivative Test, if possible. If the Second Derivative Test cannot be used, explain why. 13. f(x) = 23 - 22 - 8x +1 4.6 Using Calculus to Graph Functions 14. f (a) = x2 - 24x-2/3 15. f (x) = re-2x 4.7 Optimization 16. Rectilinear Motion The position s of an object from the origin at time t is given by s = s(t) = t* + 2+3 - 36t2. Draw figures to illustrate the motion of the object and its velocity. 4.8 Antiderivatives; Differential Equations In Problems 17-22, graph each function. Follow the steps given in Section 4.6. 17. f (x) = -23 - x2 + 2x Chapter 4 Review 18. f (x) = 21/3 (x2 -9) 19. f (x) = xel Chapter 4 Project The U.S. Economy 20. f (a) = - 2 - 3 > Chapter 5: The Integral 21. f (x) = xvx -3 22. f (x) = 23 - 3In x > Chapter 6: Applications of the Integral In Problems 23 and 24, for each function : a. Determine the intervals where each function is increasing and decreasing. > Chapter 7: Techniques of Integration b. Determine the intervals on which each function f is concave up and concave down. cloud . .. n . 1 . . f. .- : 1 . " . .. : 4.8 Antiderivatives; Differential Equations Chapter 4 Project The U.S. Economy. > Type here to search 10 # 170) ENG 8:14 PM 11/4/2021