https://file.aiquickdraw.com/mathbot/file/1729735536666w8dwpgna.jpg

It seems the image shows a table with operations on X- and Y-coordinates and their corresponding ordered pairs. I'll guide you through how to solve these:

1. For each row, solve the expression in the X- and Y-coordinate columns.
2. The result will give the corresponding values for the ordered pair in the form (X, Y).

For example:
- In the first row: 
  - X-coordinate: \(-1 + 12 = 11\)
  - Y-coordinate: \(4 - (-4) = 4 + 4 = 8\)
  - Ordered Pair: (11, 8)

Would you like me to calculate the rest of the ordered pairs for you, or would you prefer to work through them step by step?

Also, here are five related questions to extend your understanding:
1. What are ordered pairs used for in coordinate geometry?
2. How does the subtraction of a negative number affect the result?
3. What is the relationship between X- and Y-coordinates in different quadrants of the coordinate plane?
4. How do you graph ordered pairs on a Cartesian plane?
5. Can you explain how the sign of the X- or Y-coordinate influences the position on the graph?

**Tip:** Always check your operations with negative numbers, as subtracting a negative becomes addition!

Solve for the ordered pairs by performing operations on the X- and Y-coordinates.

Learn how to find ordered pairs by performing operations on given X- and Y-coordinates in coordinate geometry. This problem involves basic arithmetic operations and highlights the importance of handling negative numbers. Suitable for middle school students in Grades 6-8.

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