For this question we are changing the x-coordinate.  What directions would the triangle be translated if we changed the y-coordinate.  Choose all that apply

Changing the **y-coordinate** of a point or shape in a coordinate plane translates it **vertically**. 

- **Increasing** the y-coordinate will translate the triangle **upward**.
- **Decreasing** the y-coordinate will translate the triangle **downward**.

So, the directions that the triangle would be translated if we changed the y-coordinate are **upward** and **downward**.

Would you like to explore this concept in more detail or ask any other questions? Here are five questions related to translations and coordinates:

1. What happens to a triangle if you change both the x- and y-coordinates?
2. How do you determine the new coordinates of a triangle after a translation?
3. Can you translate a triangle diagonally by changing only one coordinate?
4. What are the effects of translating a triangle by a negative value in the y-coordinate?
5. How do translations differ from rotations in coordinate geometry?

**Tip:** In coordinate geometry, translation refers to moving a shape without rotating or resizing it. The shape's orientation and size remain unchanged, just its position shifts.

Explore how changing the y-coordinate affects the translation of a triangle in a coordinate plane. Learn about vertical translations, including upward and downward movements. This explanation covers fundamental concepts in coordinate geometry and is suitable for Grades 6-8.

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