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Could anyone help with part c? So far I set f' to g'' and believe that there is an inflection point at x=-1, but I am not sure about x=0 and x=2.
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![SOLVED: Let f(x) = 31 - x^2 - 0.11x^2 + 1.2x on the interval [0,10]. a. [8 pts] Use your calculator to find the inflection point(s) of f (x) - and y-coordinates](https://cdn.numerade.com/ask_images/598ad86f788a47f38eab216f17c12f63.jpg "SOLVED: Let f(x) = 31 - x^2 - 0.11x^2 + 1.2x on the interval [0,10]. a. [8 pts] Use your calculator to find the inflection point(s) of f (x) - and y-coordinates")
SOLVED: Let f(x) = 31 - x^2 - 0.11x^2 + 1.2x on the interval [0,10]. a. [8 pts] Use your calculator to find the inflection point(s) of f (x) - and y-coordinates
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