use the graph.\nestimate the x - coordinate at which a relative minimum occurs.\nbetween 1 and 2\nbetween 2…

use the graph.\nestimate the x - coordinate at which a relative minimum occurs.\nbetween 1 and 2\nbetween 2 and 3\nbetween - 1 and - 2\nat 0

use the graph.\nestimate the x - coordinate at which a relative minimum occurs.\nbetween 1 and 2\nbetween 2 and 3\nbetween - 1 and - 2\nat 0

Answer

Explanation:

Step1: Recall the definition of relative minimum

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

Step2: Analyze the graph

Looking at the graph, we can see that one of the relative minima (the lower - left one) is between (x=-1) and (x = - 2), and another relative minimum (the lower - right one) is between (x = 2) and (x=3).

Answer:

between (2) and (3)