https://file.aiquickdraw.com/mathbot/file/1727188134318ykowqzl0.jpg

In the image you provided, there is a grid where three points are plotted. Each point represents a pair of coordinates \((x, y)\) on a Cartesian plane.

Based on the graph:
- The first point appears at \((2, 5)\)
- The second point is at \((5, 5)\)
- The third point is at \((8, 5)\)

These points are aligned horizontally at \(y = 5\), with different \(x\)-coordinates.

Would you like further details on plotting or interpreting these points, or any additional questions about the graph?

Here are five questions related to this concept:
1. What is the equation of the horizontal line passing through these points?
2. How would the graph look if the points were plotted on a vertical line?
3. What happens to the shape of the graph if we increase the \(y\)-coordinate of each point?
4. How can we use these points to form a linear equation?
5. What is the significance of the slope between any two of these points?

**Tip**: When points are aligned horizontally, it means that their \(y\)-coordinates are constant, and the slope between any two points is zero.

Graficar los pares ordenados (x, y) de la tabla en una gráfica.

Learn how to graph the ordered pairs (x, y) on a Cartesian plane. This example involves plotting three points: (2, 5), (5, 5), and (8, 5), which are aligned horizontally. Ideal for students in Grades 5-7.

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