https://file.aiquickdraw.com/mathbot/file/1726528884391u12c6xs2.jpg

The image you uploaded shows a graph with points plotted on it. You need to find the domain and range of these points.

### Analyzing the Graph
From the image, we can identify the coordinates of each point. Let's list them:
- (-3, 2)
- (0, 1)
- (2, -1)
- (3, 0)

### Domain
The domain of a set of points is the set of all x-coordinates from these points. Thus, the domain here is:
\[ \text{Domain} = \{-3, 0, 2, 3\} \]

### Range
The range of a set of points is the set of all y-coordinates from these points. Thus, the range is:
\[ \text{Range} = \{2, 1, -1, 0\} \]

These are the sets of x-values and y-values that your function covers, indicating the domain and range respectively.

Would you like to know more details about how domains and ranges are determined, or do you have any other questions?

Here are some related questions you might find interesting:
1. How would the domain and range change if more points were added?
2. What is the importance of understanding domain and range in functions?
3. How does the domain and range concept apply to continuous functions?
4. Can domain and range be represented using interval notation for discrete sets of points?
5. What are the graphical interpretations of domain and range in different types of graphs?

**Tip:** Always check whether your points include all possible x or y values when determining the domain and range, as any missing values can affect the outcome.

Find the domain and range of the points plotted on the graph.

Identify the domain and range of points plotted on a coordinate plane. This algebra problem focuses on understanding relations, domain, and range, and is suitable for middle school students learning basic graphing concepts.

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