find the locations and values of all relative extrema for the function with the graph below.\nthe function…

find the locations and values of all relative extrema for the function with the graph below.\nthe function has a relative\nof 6 at x=\nthe function has a relative\nof -2 at x=\n

find the locations and values of all relative extrema for the function with the graph below.\nthe function has a relative\nof 6 at x=\nthe function has a relative\nof -2 at x=\n

Answer

Explanation:

Step1: Identify relative minima and maxima

A relative maximum is a point where the function changes from increasing to decreasing. A relative minimum is a point where the function changes from decreasing to increasing.

Step2: Locate points on the graph

Looking at the graph, when (x = - 1), the function has a value of (6) (relative maximum as the function changes from increasing to decreasing at this point). When (x=6), the function has a value of (-2) (relative minimum as the function changes from decreasing to increasing at this point).

Answer:

The function has a relative maximum of (6) at (x=-1). The function has a relative minimum of (-2) at (x = 6).