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10. The graph of the first derivative f' of a function is shown. (a) On what intervals is f increasing? Explain. (b) At what values of r does f have a local maximum or minimum? Explain. (e) On what intervals is f concave upward or concave down- ward? Explain. (d) What are the x-coordinates of the inflection points of f? Why? y = f(x Af

10. The eraph of the first derivative $f$ of a function $f$ is shoun. (a) On what intenals is $f$ increasing? Explain. (b) At what values of $r$ does $f$ bave a loeal maimum or minimum? Explain. (c) On what intervals is $f$ coueave upwand or coneave dounward? Explain (d) What are the x-coordmates of the inflection points of $f_{∘}$ Why?

Given,

The graph of the first derivative of .

a) The function is increasing when the first derivat...

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