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Quadrilateral A B C D is translated up and to the right and then is rotated 180 degrees about point Q to form quadrilateral X Y Z W. Quadrilateral ABCD is translated up and to the right, and then rotated about point Q. Which congruency statement is correct? ABCD ≅ WXYZ ABCD ≅ ZYXW ABCD ≅ WZYX ABCD ≅ ZWXY.

Sagot :

When a triangle is translated, the resulting triangle will be congruent to the original triangle.

The congruency statement is ABCD = ZYXW

Given

Quadrilateral ABCD is translated up and to the right and then is rotated 180 degrees about point Q to form quadrilateral XYZW.

Quadrilateral ABCD is translated up and to the right and then rotated about point Q.

What is translation?

When a triangle is translated, the resulting triangle will be congruent to the original triangle.

From the complete question, corresponding points are:

Point A and point Z

Point B and point Y

Point C and point X

Point D and point W

This means that:

Points A and Z are corresponding.

Points B and Y are corresponding.

Points C and X are corresponding.

Points D and W are corresponding.

Hence, the congruency statement is ABCD = ZYXW

To know more about translation click the link given below.

https://brainly.com/question/2845970

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