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Consider the following. $y=x_{3}−3x+3$ (a) Estimate the coordinates of the relative maxima, relative minima, or horizontal points of inflection relative maxima $(x,y)=((x,y)=((x,y)=( $ (b) Use $y_{′}=f_{′}(x)$ to find the critical values. (Enter your answers as a comma-separated list.) $x=$

Given is the graph of the function .

The objective is to answer the following:

(a) Coordinates of relative minima, relative maxima and horizontal points of inflection

(b) Compute to obtain the critical point

(c) Critical points