consider the figures below determine whether ABCDE= FGHIJ if so describe a congruence transformation that maps one to the other if not explain why they are not congruent which of the following statements is correct
Answers
ABCDE ≅ FGHIJ ( congruent figures) , The congruence transformation is a reflection.
Step-by-step explanation:
Yes ABCDE ≅ FGHIJ
given figures are congruent.
if we notice the coordinate points of given figures
A & F have same y coordinate and sign change in x - coordinate
B & G have same y coordinate and sign change in x - coordinate
C & H have same y coordinate and sign change in x - coordinate
D & I have same y coordinate and sign change in x - coordinate
E & J have same y coordinate and sign change in x - coordinate
so we can say figue are reflection across y axis as y -cordinate remains same but sign of x - cordinate changes
Hence ABCDE ≅ FGHIJ ( congruent figures)
The congruence transformation is a reflection.
Learn more:
Quadrilateral ABCD underwent a sequence of transformations to ...
https://brainly.in/question/12865228
Answer:
Step-by-step explanation:
c>><~\