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Question 7 14 Let f be a twice differentiable function, and let f(6) = 7, f'(6)=0, and f" (6) = 0. Which statement must be true about the graph of f? (6,7) is a local minimum point (6,7) is a local maximum point (6,7) is a global maximum point There's not enough information to tell. (6,7) is a point of inflection (6,7) is a global minimum point
Question 5 14.3 pts Let f be a twice differentiable function. y С B Which of the labeled points are inflection points of f? A D
Select all the intervals where h' (x) < 0 and h" (x) < 0. 10- - 2 -1 - 10+ -20+ -30+ yh(2) of -50+ -60+ -70++ -80- -90- -1.5 <3 <0 1.5 < x <3 -4.5 << -3 0 <3 <1.5
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