Create a graph of the polynomial function you selected from Question 2.The Function I selected was g(x) = x^3 βˆ’ x^2 βˆ’ 4x + 4, Please include a file (45 points) - brainliest

Question
Answer:
g(x) = xΒ³-xΒ²-4x+4

To graph the function β‡’ substitute with the values of x and get g(x)
but at first we need to find the critical points ( maximum, minimum,Inflection )
which can be found by differentiating g(x) with respect to x

g'(x) = 3xΒ² -2x-4 = 0Β  β‡’β‡’β‡’ x = 1.535Β  andΒ Β  -0.869 β‡’β‡’ max.and min. points
g(1.535)Β  = -0.879 β‡’β‡’β‡’ minimum point
g(-0.869) = 6.065Β  β‡’β‡’β‡’ maximum point

g"(x) = 6x -2 = 0Β Β  β‡’β‡’β‡’ x = 1/3Β  β‡’β‡’β‡’ point of Inflection
g(1/3) = 2.593

The table and the graph of the function is attached below.
solved
general 6 months ago 9429