identify the points of any local minima. enter an ordered pair for each point. draw show your work here…
identify the points of any local minima. enter an ordered pair for each point. draw show your work here enter your answer
Answer
Explanation:
Step1: Recall local - minima definition
A local minimum is a point where the function has a lower value than its neighboring points.
Step2: Observe the graph
By looking at the graph, we find the lowest - point in a small interval. The graph has a local minimum at the point where the curve changes from decreasing to increasing.
Step3: Identify the coordinates
From the graph, the local minimum occurs at the point with (x=-5) and (y = - 4). The ordered - pair is ((-5,-4)).
Answer:
((-5,-4))