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bwork.dawsoncollege.qc.ca/webwork2/Moodi/NYA_4.3/2/ Previous Problem Problem List Next Problem Below is the graph of the derivative f'() of a function defined on the interval (0,8). You can click on the graph to see a larger version in a separate window. Refer to the graph to answer each of the following questions. For parts (A) and (B), use interval notation to report your answer. (If needed, you use U for the union symbol.) (A) For what values of r in (0,8) is f(I) increasing? (If the function is not increasing anywhere, enter None .) Answer. (B) For what values of a in (0,8) is f(I) concave down? (If the function is not concave down anywhere, enter None .) Answer. (C) Find all values of I in (0,8) is where f(I) has a local minimum, and list them (separated by commas) in the box below. (If there are no local minima, enter None Local Minima: (D) Find all values of I in (0,8) is where f(I) has an inflection point, and list them (separated by commas) in the box below. (If there are no inflection points, enter None .) Inflection Points: Note: You can earn partial credit on this problem. Preview My Answers Submit Answers You have attempted this problem 1 time. Your overall recorded score is 50%. You have 2 attempts remaining Email Instructor bwork2/Moodi/NYA_4.3/20/?effectiveUser=2242707 image_50360833.JPG Show all X Q Search ~ O ENG 4:30 PM 2023-04-29The picture below shows the graph y - f'() of the derivative of a function y = f(I) IS For each of the labelled points on the graph, classify the corresponding point on the graph of y = f(z) as on of the following: MAX, MIN, INFL, INT (short for maximum, minimum, inflection point, z-intercept) A. B C: D: Fi For each of the following intervals, classify whether the graph of y = f() is INC or DEC over that interval (short for increasing or decreasing) (-00, A) (A, B ) (B, C) (C, D) (D, E) (E, 0.) For each of the following intervals, classify whether the graph of y = f() is CU or CD over that interval (short for concave up or concave down). (-Do, A ) ( A, B) (B, C) (C, D) ( D, E) (E, 0.) ~ 0 4 ENG ~ [ ) Q SearchThe picture below shows the graph y = f (z) of the derivative of a function y - f(=) X For each of the labelled points on the graph, c maximum, minimum, inflection point, z-interce e following: MAX, MIN, INFL, INT (short for For each of the following intervals, classify wh for increasing or decreasing). (-co, A) ( A, B) (B, C) (C. D) ( D, E) (E, Do) For each of the following intervals, classify whether the graph of y = f(@) is CU or CD over that interval (short for concave up or concave down) (-00, A) (A, B) (B, C) (C, D) (D, E) (E, 0.) ENG Search WPrevious Problem Problem List Next Problem OF. 7 Check the boxes of the points where the graph has an global minimum A. -0.7 OB. 0 OC. 1 OD. 2 DE. 4 OF. 6 OG. 7 Check the boxes of the points where the graph has a local maximum OA. 0 OB. 2 O C. 3 OD. 4 DE. 5 OF. 6 OG. 7 Check the boxes of the points where the graph has a local minimum A. -0.7 B. 0 OC. 1 OD. 3 DE. 4 OF. 5 OG. 6 Note: You can earn partial credit on this problem. Preview My Answers Submit Answers You have attempted this problem 2 times. Your overall recorded score is 50%. You have 1 attempt remaining.Previous Problem Problem List Next Problem y # f (x ) X Check the boxes of the points where the graph has an global maximum A. O OB. 1 DC. 3 OD. 5 DE. 6 OF. 7 Check the boxes of the points where the graph has an global minimum JA. -0.7 OB. 0 OC. 1 D. 2 DE. 4 OF. 6 OG. 7 Check the boxes of the points where the graph has a local maximum A. 0 B. 24.1 / 21 Previous Problem Problem List Next Problem NYA 4.1: Problem 21 (1 point) The domain of the function h graphed below is all real numbers, and all of its extreme values occur when -3