quadrilateral abcd is translated up and to the right, and then rotated about point q. which congruency…
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
Answer
Explanation:
Step1: Recall congruence rules
When two figures are congruent, their corresponding vertices must match. Translation and rotation are rigid - motions that preserve congruence. We need to match the vertices of the original quadrilateral ABCD with the vertices of the transformed quadrilateral.
Step2: Match vertices
By observing the orientation and position of the vertices after translation and rotation, we can see that A corresponds to W, B corresponds to X, C corresponds to Y, and D corresponds to Z. So the congruence statement should be (ABCD\cong WXYZ).
Answer:
A. (ABCD\cong WXYZ)