Answer:
The quadrilateral is most specifically a rectangle because it is equiangular
Explanation:
Note that:
• A quadrilateral has four sides
,
• The opposite sides of the quadrilateral drawn is marked by the same sign of symmetry
,
• The quadrilateral shown is a rectangle because only its opposite sides are equal(not the four sides)
,
• A triangle has all its corner angles equal
Therefore, the description that most specifically applies to the quadrilateral shown is that:
The quadrilateral is most specifically a rectangle because it is equiangular
Note: The fact that both paits of sides is parallel is true, but not sufficient to con
