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Question
fill in the sentence below with the description that most specifically applies to the quadrilateral below.
answer attempt 1 out of 2
the quadrilateral is most specifically a ~ , because
- no sides are congruent or parallel
- both pairs of sides are parallel
- all sides are congruent
- all sides are congruent and it is equiangular
The quadrilateral has two distinct pairs of congruent sides ($v \cong u$, $r \cong s$) and both pairs of opposite sides are parallel, which matches the definition of a parallelogram. The other options are incorrect: it has parallel/congruent sides, not all sides are congruent, and it is not equiangular.
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The quadrilateral is most specifically a parallelogram, because both pairs of sides are parallel