https://file.aiquickdraw.com/mathbot/file/17266197502605du5uskd.jpg

The question asks for the distances of the points \((-5, 2)\), \((2, -5)\), and \((1, 5)\) from the X-axis. To find the distance of a point from the X-axis, you only need to consider the absolute value of the y-coordinate of the point.

### Solution:
1. **Point \((-5, 2)\)**: 
   - The y-coordinate is \(2\), so the distance from the X-axis is \(\lvert 2 \rvert = 2\).

2. **Point \((2, -5)\)**: 
   - The y-coordinate is \(-5\), so the distance from the X-axis is \(\lvert -5 \rvert = 5\).

3. **Point \((1, 5)\)**:
   - The y-coordinate is \(5\), so the distance from the X-axis is \(\lvert 5 \rvert = 5\).

### Conclusion:
The distances are \(2\) units, \(5\) units, and \(5\) units, respectively. The correct answer is:

- **C. 2 satuan, 5 satuan, dan 5 satuan**

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Do you want further explanation or have any questions? 

Here are 5 related questions to explore the concept:
1. How do you calculate the distance of a point from the Y-axis?
2. What would the distance from the X-axis be for the point \((0, -3)\)?
3. How do you find the distance between two points in a 2D plane?
4. What is the significance of the absolute value in finding the distance from an axis?
5. How would the problem change if the points were in 3D space?

**Tip:** When calculating distances from the X-axis or Y-axis, always use the absolute value of the respective coordinate to avoid negative distances!

Jarak masing-masing titik (-5, 2), (2, -5), dan (1, 5) dari sumbu X adalah...

This problem explores how to find the distance of points (-5, 2), (2, -5), and (1, 5) from the X-axis. The solution uses the concept of absolute value to calculate distances from the X-axis, focusing on coordinate geometry and absolute value calculations. Suitable for Grades 7-9.

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