Respuesta :
The correct answers are:
A) reflection
A) dilation.
Explanation:
To produce a congruent figure, the angle measures of the image and the side lengths of the image must be the same as the angle measures and side lengths of the pre-image. This means we cannot shrink, expand, or contract the figure; by definition those transformations change the size. This leaves reflection.
To produce a similar, but not congruent, figure, we must change the side lengths while keeping the angle measures preserved. Translations, reflections and rotations will move a figure but do not change the side lengths; dilation is the only choice that will change the side lengths.
A) reflection
A) dilation.
Explanation:
To produce a congruent figure, the angle measures of the image and the side lengths of the image must be the same as the angle measures and side lengths of the pre-image. This means we cannot shrink, expand, or contract the figure; by definition those transformations change the size. This leaves reflection.
To produce a similar, but not congruent, figure, we must change the side lengths while keeping the angle measures preserved. Translations, reflections and rotations will move a figure but do not change the side lengths; dilation is the only choice that will change the side lengths.
Answer:
Which of the following transformations produce congruent images?
dilation
reflection
rotation
translation
Step-by-step explanation:
reflection
rotation
this to are right