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The image shows a mathematical question related to graphs and table completion in Spanish. The task seems to involve observing the provided graphs and completing tables based on the values for the variables \( x \) and \( y \).

From what I can see:

1. The first graph appears to be linear, possibly showing a straight line.
2. The second graph is a parabola, likely representing a quadratic function.

The instruction says:
"Observe the presented graphs, and for each one, complete the table of values including five corresponding values for the variables \( x \) and \( y \)."

To move forward, you would need to pick five values of \( x \) from each graph, and then read or calculate the corresponding \( y \)-values from the graphs to complete the tables.

Would you like help picking these values or solving this problem in more detail?

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Here are some relative questions based on this problem:
1. What is the equation of the line shown in the first graph?
2. Can you identify the equation of the parabola in the second graph?
3. How can you calculate \( y \)-values from a given quadratic equation?
4. How does the shape of a parabola change based on the equation's coefficients?
5. What method can be used to find the slope of the line in the first graph?

**Tip:** When analyzing graphs, always check for the axis scales to ensure accurate reading of values!

Observe the presented graphs, and for each one, complete the table of values including five corresponding values for the variables x and y.

Learn how to interpret linear and quadratic graphs by observing the corresponding points on the graph. This exercise helps in completing tables with corresponding x and y values for both linear and quadratic functions. Suitable for students in Grades 8-10.

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