Question

Which combination of transformations can you use to show that one shape is congruent to another?
ОА.
dilations and reflections
OB.
reflections and stretches
Ос.
rotations and translations
OD.
reflections, dilations, and translations
ОЕ.
rotations, translations, and dilations

Answer 1

Answer: I believe is is C, rotations and translations

Step-by-step explanation:

This is because a congruent figure is one that has the same side lengths and angle measures.

Stretches and dilations are non-rigid transformations which change the length of the sides of a shape. While rotations, transformations, and reflections are rigid transformations which preserve angle measure and side length.

So, while a shape can be similar using stretches and dilations, they cannot be congruent.