Question

here is a graph of the function (h).

use the graph to find the following.
if there is more than one answer, separate them with commas.

all local minimum values of (h):
all values at which (h) has a local minimum:

Explanation:

Identify local minimum points

Using the Local Extrema knowledge point

$$ \text{Local minimum points on the graph of } h: (-2, -1) \text{ and } (2, -1) $$

Determine local minimum values

Using the Local Extrema knowledge point

$$ \text{The } y\text{-coordinates at these points are both } -1. $$

Determine locations of local minima

Using the Local Extrema knowledge point

$$ \text{The } x\text{-coordinates where these minima occur are } -2 \text{ and } 2. $$

Answer:

Use the graph to find the following.
If there is more than one answer, separate them with commas.

All local minimum values of \(h\): <blank>-1</blank>

All values at which \(h\) has a local minimum: <blank>-2, 2</blank>