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use what you know about congruence and rigid transformations to explain how you
know figure a and figure b are congruent.
write your answer and work or explanation in the space provided below.
Rigid transformations (translations, rotations, reflections) preserve shape and size. If Figure A can be mapped to Figure B using a combination of these transformations, they are congruent. Visually, check if all corresponding sides and angles match after transformation.
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Figure A and Figure B are congruent because a rigid transformation (such as rotation and translation) can map Figure A onto Figure B. Rigid transformations keep the shape and size of a figure unchanged. So, since one can be transformed to the other via rigid motions, they are congruent.