Box1: positive or negative Box2: increasing or decreasing Box 3 concave up or concave downBox 4: positive only or negative only or increasing only or decreasing only or positive and increasing or positive and decreasing or negative and increasing or negative and decreasingBox 5 depends on on boxes 1-3Box 6: positive only or negative only or concave up only or concave down only or positive and concave up or positive and concave down or negative and concave up or negative and concave downBox 7 depends on boxes 1-3

Apple iCloud Yahoo Bing Google Home Wikipedia Facebook The Weather Channel Yelp TripAdvisor https://www...20Report.pdf The twice-differentiable function f is shown below on the domain (-9, 9). The graph of f has points of inflection at x = -2, x = 2, indicated by small green circles. What inferences can be made about the graphs of f, f', and f" on the interval ( 2, 5) ? Graph of f Co -10 -9 -8 -7 -6 -5 -4 -3 -2 From the figure given above, it can be seen that the graph of f on the interval (2, 5) is Z , and 5 Based on these observations, it can be concluded that: On the interval (2, 5), the graph of f' would be because f is On the interval (2, 5), the graph of f" would be because f is Submit