### What is the most specific name for the quadrilateral?

```What is the most specific
2 pairs of opposite sides = parallelogram, then 1 right
angle makes it a RECTANGLE
What is the most specific
2 pairs of disjoint, adjacent sides congruent = KITE
What is the most specific
1 pair // sides = trapezoid, congruent diagonals makes it an
ISOSCELES TRAPEZOID
What is the most specific
1 diagonal is the perpendicular bisector of the other = KITE
What is the most specific
2 pairs opp <s congruent = parallelogram, then 2
consecutive sides congruent makes it a RHOMBUS
What is the most specific
4 right angles = RECTANGLE
What is the most specific
4 right angles = rectangle, then 2 consecutive sides
congruent makes it a SQUARE
What is the most specific
diagonals are perpendicular bisectors of each other =
RHOMBUS
What is the most specific
1 pair opposite sides are both parallel and congruent =
PARALLELOGRAM
What is the most specific
1 pair opposite sides are both parallel and congruent =
PARALLELOGRAM (the sides are parallel b/c the alt int <s
are congruent)
What is the most specific
diagonals bisect each other = PARALLELOGRAM
What is the most specific
1 pair parallel sides = trapezoid, then 1 pair of base <s
congruent makes it an ISOSCELES TRAPEZOID
What is the most specific
4 right angles = RECTANGLE
What is the most specific
2 pairs of opposite sides are congruent = PARALLELOGRAM
What is the most specific
diagonals are perpendicular bisectors of each other =
rhombus, then congruent diagonals makes it a SQUARE
(both a rhombus and a rectangle)
What is the most specific
the congruent interior angles makes the top and bottom
parallel, so itâ€™s a trapezoid; the other 2 sides congruent
makes it an ISOSCELES TRAPEZOID
What is the most specific