Question

assess parallelograms adcb and ehgf to decide if they are congruent. (1 point) no, adcb is not congruent to ehgf because parallelogram adcb was dilated. yes, adcb ≅ ehgf because parallelogram adcb was reflected. yes, adcb ≅ ehgf because parallelogram adcb was rotated. yes, adcb ≅ ehgf since parallelogram adcb was translated.

Explanation:

Congruent figures have the same shape and size. Transformations like translation (sliding), reflection (flipping), and rotation (turning) preserve congruence. Dilation changes the size and thus makes figures non - congruent. Since no information about dilation is given and we assume a rigid transformation, and translation is a rigid transformation that preserves congruence.

Answer:

Yes, $ADCB\cong EHGF$ since parallelogram $ADCB$ was translated.