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
both pairs of sides are parallel
exactly one pair of sides is parallel
opposite sides are congruent
it is equiangular

Explanation:

First, identify the properties of the quadrilateral: it has four right angles (equiangular), both pairs of opposite sides are parallel and congruent. Among quadrilaterals, a rectangle is the most specific classification here: it is a parallelogram with four right angles, matching all marked properties. The key defining feature that narrows it to rectangle (more specific than parallelogram) is that it is equiangular (all angles 90°), paired with opposite sides congruent and parallel.

Answer:

The quadrilateral is most specifically a rectangle, because it is equiangular, both pairs of sides are parallel, and opposite sides are congruent.