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Question

Four pairs of 5 sided polygons are labeled A to D. All the polygons are the same shape. The polygons are rectangular in shape with one corner being replaced by a diagonal line connecting part of the short edge with part of the long edge. In A, the polygons are the same shape but different sizes. They are oriented the same with the longest edge drawn on the right of each shape. In B, the polygons are the oriented the same with the longest edge drawn on the right side. One shape is drawn above and to the right of the other. In C, the polygons are oriented differently but their bottom edges are on the same horizontal plane. The shape on the left has the longest edge drawn on the right of the shape. The diagonal edge is on the upper left. The shape on the right has the longest edge drawn on the bottom of the shape. The diagonal edge is on the upper right. In D, the polygons have their bottom edges on the same horizontal plane. The shape on the left has the longest edge drawn on the right. The diagonal edge is on the upper left. The shape on the right has the longest edge drawn on the left. The diagonal edge is on the upper right.

Differentiating between Figures A–D, which transformation fails to preserve congruence?

(1 point)
Responses

A
A

C
C

B
B

D
D

Answer 1

B