Question

before you continue, we recommend completing the day 2 activity.
eason through it.\
are these figures congruent?
yes, because the corresponding angles are congruent and the corresponding sides are congruent.
no, because there is at least one pair of corresponding sides or angles that is not congruent.
there is not enough information to determine congruence.

Explanation:

To determine if two figures are congruent, corresponding sides and angles must be congruent. Looking at the two parallelogram - like figures, one has a green - colored angle (let's assume it's a certain measure) and the other has a pink - colored angle (a different measure, as the colors imply different angle measures). So, there is at least one pair of corresponding angles that are not congruent. For congruence, all corresponding sides and angles need to be congruent. Since there is a pair of non - congruent corresponding angles, the figures are not congruent.

Answer:

No, because there is at least one pair of corresponding sides or angles that is not congruent.