For each translation include the direction and distance. Each translation will include both the horizontal and vertical translation rule. 
Horizontal, Vertical
For example, if the translation is right 2 and down 3 then enter
right 2, down 3
Determine the translation rule from C to D
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To determine the translation rule from point \( C \) to point \( D \), follow these steps:

1. **Find the horizontal translation**: Check how many units point \( C \) moves left or right to reach point \( D \). If it moves right, the translation is positive, and if it moves left, the translation is negative.
   
2. **Find the vertical translation**: Check how many units point \( C \) moves up or down to reach point \( D \). If it moves up, the translation is positive, and if it moves down, the translation is negative.

You can provide the coordinates for points \( C \) and \( D \) or upload an image showing these points so I can help you calculate the translation rule.

Would you like to provide the coordinates or upload the image? 

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**Here are 5 relative questions:**
1. How do we determine a horizontal translation when the points are given as coordinates?
2. What does it mean if the horizontal translation is zero?
3. How can we describe a vertical translation that goes upwards by a certain number of units?
4. What is the difference between horizontal and vertical shifts in geometry?
5. Can translations ever be negative? If so, how do we represent them?

**Tip:** Always ensure the direction is correct before calculating the magnitude of the translation.

Determine the translation rule from C to D: For each translation include the direction and distance. Each translation will include both the horizontal and vertical translation rule. For example, if the translation is right 2 and down 3, enter right 2, down 3.

Learn how to determine the translation rule from point C to point D in coordinate geometry. Understand the horizontal and vertical translation rules with detailed explanations and examples. Perfect for students in Grades 6-8 working on coordinate plane translations.

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