What single transformation was applied to quadrilateral \[A\] to get quadrilateral \[B\]?
A coordinate plane with 2 quadrilaterals labeled A and B. They are congruent but quadrilateral B up five units and to the left three units.


The single transformation applied to quadrilateral \[A\] to get quadrilateral \[B\] is a **translation**. Specifically, quadrilateral \[A\] was translated **5 units up** and **3 units to the left**.

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Here are 5 related questions:

1. How do you determine the translation vector between two congruent shapes?
2. What are the effects of translation on the coordinates of a shape?
3. How would you describe a reflection or rotation as a transformation?
4. Can you apply multiple transformations to achieve the same result as a single transformation?
5. What is the difference between a translation and a dilation?

**Tip:** When describing a translation, always specify the direction and magnitude to ensure clarity.

What single transformation was applied to quadrilateral [A] to get quadrilateral [B]?

Understand how to identify the transformation applied to quadrilateral A to obtain quadrilateral B. This problem focuses on geometric transformations, specifically translations, suitable for students in Grades 6-8.

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