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The graph of the function f (:13) is shown below. State all values of a: in the open interval 9 0 $>0+ SIS>0 exists 3

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The graph of the function f (:13) is shown below. State all values of a: in the open interval 9 0 $>0+ SIS>0 exists 3 and is equal to |:|. Furthermore, it can be seen that f (O) = |:l. Therefore, it can be stated that the function f (3:) is C at :1: = 0 because A V Submit Answer 1:07 PM Fri Aug 12 36% Shady Keryaks Question 20 - 1 Point ? Aug 12, 1:07:39 PM Let f be a continuous function such that f(20) dac = 7 and / f (x) dac = 15. What is the value of / (f(x) + 4) da? Answer: Submit Answe Privacy Policy Terms of Service XThe derivative of the twice-differentiable function f is shown below on the domain (9, 9). The graph off' has points of inection at a: = 4, a: = 2, a: = 2, indicated by small green circles. What inferences can be made about the graphs of f, f', and f" on the interval (4, 2)? Graph of f' HMW-b-WO'HOD 12345678910 From the figure given above, it can be seen that the graph of f' on the interval (4, 2) is O , C ,and O . Based on these observations it can be concluded that: On the interval (4, 2), the graph of f would be A because 3\" is v . 0 On the interval (4, 2), the graph of f\" would be 0

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