1. Consider the graph of the function g(f) given below. You may assume that any interesting features (e.g. maxima, minima, etc) occur at whole number locations. a. For the portion of the graph of g(t) displayed above, on what interval(s) does this function have a positive first derivative? b. For the portion of the graph of g(t) displayed above, on what interval(s) does this function have a negative second derivative? c. List any critical points of g(t). d. List any inflection points of g(t). . Estimate lim g(t). It is okay if your answer is not an integer. Q Search F11 f8 fg $10 DII DDI 10 F7 + 144 f4 15 0 % & K $ 4 5 6 8