Two groups of parallelograms with parallel opposite sides are called parallelograms.
Property: the opposite sides of parallelogram are parallel and equal; Diagonal angles are equal and two adjacent angles are complementary; Diagonal lines will split each other in two.
C (perimeter) =2(a+b)
S (area) =a×h(h is the height on the side of a) or s = ab× sin Ф (Ф is the angle formed by ab).
(2) Rectangle
A parallelogram with a right angle is called a rectangle.
Attributes: A rectangle has all the attributes of a parallelogram. In addition, it has the following properties: all four corners of a rectangle are right angles; Diagonal lines are equal.
C=2(a+b)
S=ab
(3) Diamond shape
A set of parallelograms with equal adjacent sides is called a diamond.
Properties: Diamonds have all the properties of parallelogram. In addition, it has the following special properties: the four sides of a diamond are equal; Diagonal lines are perpendicular to each other, and each diagonal line bisects a set of diagonal lines.
(4) Square
A group of parallelograms with equal adjacent sides and a right angle is called a square.
A square is not only a set of rectangles with equal adjacent sides, but also a diamond with right angles, so it has the properties of both rectangles and diamonds.