ERROR ANALYSIS  Describe and correct the error in identifying a parallelogram. Responses Consecutive sides are congruent rather than opposite sides, so  $DEFG$ is not a parallelogram. Consecutive sides are congruent  rather than opposite sides, so cap d cap e cap f cap g is not a parallelogram. No pairs of opposite sides are shown to be parallel, so there is not enough information to determine whether $DEFG$  is a parallelogram. No pairs of opposite sides are shown to be parallel, so there is not enough information to determine whether cap d cap e cap f cap g is a parallelogram. Opposite sides are not congruent.   $DEFG$ is a parallelogram by the Parallelogram Opposite Angles Congruent Converse. Opposite sides are not congruent.  cap d cap e cap f cap g is a parallelogram by the Parallelogram Opposite Angles Congruent Converse. Opposite sides are not shown to be parallel. There is not enough information to determine whether $DEFG$  is a parallelogram