SOLUTION: Use a grapher to find all local maxima and minima and the values of x where they occur. Give values rounded to the two decimal places.
f(x)=4-x+x^2
g(x)=X^3-4x+1
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-> SOLUTION: Use a grapher to find all local maxima and minima and the values of x where they occur. Give values rounded to the two decimal places.
f(x)=4-x+x^2
g(x)=X^3-4x+1
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Question 631122: Use a grapher to find all local maxima and minima and the values of x where they occur. Give values rounded to the two decimal places.
f(x)=4-x+x^2
g(x)=X^3-4x+1 Answer by ewatrrr(24785) (Show Source):
Hi,
Using a 'grapher' to find all local maxima and minima and the values of x where they occur....
Enter the function into the particular graphing Calculator you are Using
and follow directions given for finding maximum and/or minimum points
f(x)=4-x+x^2 Green vertex(1/2, 3.75) minima at 3.75 when x = 1/2
g(x)=X^3-4x+1 Blue
