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The image you've uploaded contains a series of math exercises, including coordinate plane graphs and tables of values. Let's analyze the questions:

1. **Question 12:** A graph shows five points plotted on a coordinate plane. The task likely asks you to identify the coordinates of these points or to interpret the graph.
   
   - For each point, determine the \( (x, y) \) coordinates by counting the grid units from the origin (0, 0). 

2. **Question 13:** A table of values for \( x \) and \( y \) is provided. 
   - This is probably asking for the relationship or function between the two variables. A common approach is to check for a linear relationship by determining if there is a constant rate of change (slope).

3. **Question 15:** Another graph of plotted points is shown.
   - Similar to question 12, you may need to identify the coordinates of each plotted point.

4. **Question 16:** Another table of \( x \) and \( y \) values. 
   - Again, this is likely about finding the relationship between \( x \) and \( y \). The task might involve identifying the pattern, determining the function, or plotting the points.

Would you like me to work through any of these problems specifically, such as identifying the coordinates in the graphs or finding the relationships in the tables? Let me know which one you'd like to focus on.

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Here are 5 related questions you might consider:

1. How do you find the slope between two points on a graph?
2. What is the equation of a line in slope-intercept form?
3. How do you determine if points form a linear function from a table of values?
4. Can you find the y-intercept from a graph or table of points?
5. How do you plot points given their coordinates on a graph?

**Tip:** When reading graphs, remember that moving right from the origin indicates a positive \( x \)-coordinate, and moving up indicates a positive \( y \)-coordinate.

The image shows multiple questions involving graphs and tables of values, asking for identifying coordinates or relationships between variables.

This exercise involves identifying points on a coordinate plane and determining the relationship between variables in tables of values. Learn key concepts in geometry and algebra, including finding slope and linear equations. Suitable for Grades 6-8.

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