Square: 4 sides of equal length, regular quadrilateral, 4 lines of symmetry, rotational symmetry of order 4, diagonals create 4 equilateral triangles, diagonals are perpendicular or create 90 degree angles, 2 sets of parallel edges, can be a rectangle because opposite sides equal and 4 right angles, can be a rhombus because all 4 edges are equal, opposite angles are equal, and diagonals bisect at a right angle , can be a parallelogram because 2 sets of parallel sides, Rectangle: opposite sides the same, 2 lines of symmetry, rotational symmetry of 2 positions, the diagonals are the same length, the diagonals bisect in the middle, 2 sets of parallel edges or sides, can be a parallelogram because it has 2 sets of parallel sides, Isosceles Trapezoid: 2 sides are equal length, base is the longest side, the base and top are parallel, both angles at base are acute, both angles on top are obtuse, 1 line of symmetry through middle of top and base, it does not have rotational symmetry, Kite: 2 sets of adjacent (beside) sides equal length, one pair of angles equal (opposite sides), diagonals are perpendicular but do not meet in the middle, 1 line of symmetry, 0 rotational symmetry, no parallel sides, Parallelogram: opposite sides equal, opposite angles equal, 2 sets of parallel sides, rotational symmetry of order 2, Rhombus: all sides are equal, opposite angles are equal, 2 pairs of parallel sides, diagonals bisect at 90 degrees, 2 lines of symmetry (across vertecies), rotational symmetry of 2,

Quadrilateral Practice - 2

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