For the following function , find the inflection points, and use the second derivative test, if possible, to classify the critical points. In addition, sketch the graph of the function.

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Calculus 1

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Determine when functions are increasing or decreasing, concavity, and inflection

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JanineLv8

30 Aug 2020

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Related questions

For the function, , what are the inflection points? How do you use the second derivative test, if possible, to classify the critical points? How do you sketch the graph of the function?

Sketch the graph of the function with all the inflection points and critical coordinates (axis & axis).

raspberrygerbil682

2. (16 pts) EXPLANATION IS NOT REQUIRED! The graph of a function g' (t), the derivative of g is given below. Assume that the function gis continuous on its domain (-2, 4). y =gt) y = g' (t) -2 o (I) Find all critical points of g. (II) on what interval (or intervals) is the function g increasing? 2. (CONTINUED) (III) At what point (or points) does the function g have a LOCAL MAXIMUM ? (IV) on what interval (or intervals) is the function g CONCAVE UP ? (V) Find all inflection points of g.

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