Given x=8, fill in the (x, y) pairs in the table.
Understand the Problem
The question is asking to fill in the table based on the given value of x, which is 8. It appears to be related to graphing or representing points in a coordinate system, where multiple pairs of (x, y) need to be determined but only the value of x is provided.
Answer
The pairs are $(8, 1), (8, 2), (8, 3), (8, 4)$.
Answer for screen readers
The completed table will look like this:
- $(8, 1)$
- $(8, 2)$
- $(8, 3)$
- $(8, 4)$
Steps to Solve
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Understanding coordinates In a coordinate system, each point is represented by an ordered pair $(x, y)$. In this case, the x-coordinate is given as 8.
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Filling in the table Each row of the table represents a unique point with the same x-coordinate of 8. We can choose different values for y to create different points.
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Example pairs We can select any values for y. For example:
- If $y = 1$, the point is $(8, 1)$
- If $y = 2$, the point is $(8, 2)$
- If $y = 3$, the point is $(8, 3)$
- If $y = 4$, the point is $(8, 4)$
- Final entries in the table Fill the table with the points using the selected y-values:
- First row: $(8, 1)$
- Second row: $(8, 2)$
- Third row: $(8, 3)$
- Fourth row: $(8, 4)$
The completed table will look like this:
- $(8, 1)$
- $(8, 2)$
- $(8, 3)$
- $(8, 4)$
More Information
This solution demonstrates how to fill in points on a Cartesian coordinate system where several pairs can have the same x-coordinate but differ in their y-coordinates.
Tips
- Using the same y-value for all rows without variation. It's important to select different y-values to create distinct points.
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