+ GO math.csi.cuny.edu 43 C G hero.. *Cour... G (1 po... Bb My B... C Find.. MON . Bb Cour... C WeBWo... C 66ca... c 66ca... X Math... Des... C Ich... C This ... C Ples... Start . G Let g... Logged in as ishcheglyuk 1607. Log Out WeBWork MAA MATHEMATICAL ASSOCIATION OF AMERICA MAIN MENU webwork / math231_16547_lucia_f22 / lesson29_4.3_mean_value_theorem / 3 Courses Homework Sets Lesson29 4.3 Mean Value Lesson29 4.3 Mean Value Theorem: Problem 3 Theorem Problem 3 Previous Problem Problem List Next Problem User Settings Grades (1 point) This problem asks you to find all critical points of a function and to classify behavior of this function at each critical point. For each part, list all numerical answers (if more than one, separate with a comma) or write "NONE" [without quotes] if there are none. Problems Let f(x) = (x+4)3+ (x+4)-3. (a) The critical points of f are -3,-5 Problem 1 v (b) List the x-values of all local minima or write "NONE" if there are no local minima: -5 Problem 2 v (c) List the x-values of all local maxima or write "NONE" if there are no local maxima: -3 Problem 3 .. Problem 4 v Hint: Problem 5 v Problem 6 v Problem 7 ... Note: You can earn partial credit on this problem. Problem 8 v Problem 9 v Preview My Answers Submit Answers You have attempted this problem 5 times. Your overall recorded score is 67%. You have unlimited attempts remaining. Email WeBWork TA Page generated at 11/20/2022 at 06:16pm EST WeBWork @ 1996-2019| theme: math4 | ww_version: 2.15 | pg_version PG-2.13| The WeBWork Project