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Properties
    Of
Quadrilaterals
           Created by Michelle Barnhill 7/11/12
Perimeter:
 Add all sides
                                             The Rectangle
Area:
  A = (length)( width )

Sides:
  Opposite Sides are Parallel
  Opposite Sides are Congruent

Angles:
 All Angles are 90o
 All Angles are Congruent
 Adjacent Angles are Supplementary

Diagonals:
 Diagonals Bisect each other
 Diagonals are NOT Perpendicular
 To find the Length of the Diagonals:   d = L2 + W 2
Perimeter:
 Add all sides                       The Parallelogram
Area:
   A = (base)(height )

Sides:
  Opposite Sides are Parallel
  Opposite Sides are Congruent

Angles:
 Opposite Angles are Congruent
 Adjacent Angles are Supplementary

Diagonals:
 Diagonals Bisect each other
 Diagonals are NOT Perpendicular
Perimeter:
    Add all sides
                                                        The Trapezoid
   Area:
           1
     A=      ( height )( length of longer base + length of shorter base )
           2
  Sides:
    Bases are Parallel

                                  Sides:
There is a special                  Bases are Parallel
trapezoid, called the               Opposite Sides are Congruent
Isosceles trapezoid.              Angles:
                                   Big Bases Angles are Congruent
The properties above               Little Bases Angles are Congruent
still apply, but we can            A Pair of Angles, one form each Base,
also add these                       are Supplementary
properties:             Diagonals:
                                    Diagonals are Congruent
Perimeter:
 Add all sides

Area:                                       The Rhombus
      1
 A=     (first diagonal)(second diagonal)
      2
Sides:
  Opposite Sides are Parallel
  All Sides are Congruent

Angles:
 Opposite Angles are Congruent
 Adjacent Angles are Supplementary

Diagonals:
 Diagonals Bisect each other
 Diagonals are Perpendicular
Perimeter:
        Add all sides

       Area:                                                                          The Square
       A = (length)( width) = s 2

      Sides:
        Opposite Sides are Parallel
        All Sides are Congruent

      Angles:
       All Angles are 90o
       All Angles are Congruent
       Adjacent Angles are Supplementary

      Diagonals:
       Diagonals Bisect each other
       Diagonals are Perpendicular
       To find the Length of the Diagonals:                         d =s 2
The Square is a busy shape! It’s not only a square, it’s a rectangle, a parallelogram, a trapezoid, and a rhombus!
Perimeter:
 Add all sides

Area:                                             The Kite
      1
 A=     (first diagonal)(second diagonal)
      2
Sides:
  Two Shorter Sides are Congruent
  Two Longer Sides are Congruent

Angles:
 Opposite Angles, only the angles that Join the
   Shorter and Longer Sides, are Congruent

Diagonals:
 The Longer Diagonal Bisects the Shorter Diagonal
 Diagonals are Perpendicular

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Quadrilateral properties

  • 1. Properties Of Quadrilaterals Created by Michelle Barnhill 7/11/12
  • 2. Perimeter: Add all sides The Rectangle Area: A = (length)( width ) Sides: Opposite Sides are Parallel Opposite Sides are Congruent Angles: All Angles are 90o All Angles are Congruent Adjacent Angles are Supplementary Diagonals: Diagonals Bisect each other Diagonals are NOT Perpendicular To find the Length of the Diagonals: d = L2 + W 2
  • 3. Perimeter: Add all sides The Parallelogram Area: A = (base)(height ) Sides: Opposite Sides are Parallel Opposite Sides are Congruent Angles: Opposite Angles are Congruent Adjacent Angles are Supplementary Diagonals: Diagonals Bisect each other Diagonals are NOT Perpendicular
  • 4. Perimeter: Add all sides The Trapezoid Area: 1 A= ( height )( length of longer base + length of shorter base ) 2 Sides: Bases are Parallel Sides: There is a special Bases are Parallel trapezoid, called the Opposite Sides are Congruent Isosceles trapezoid. Angles: Big Bases Angles are Congruent The properties above Little Bases Angles are Congruent still apply, but we can A Pair of Angles, one form each Base, also add these are Supplementary properties: Diagonals: Diagonals are Congruent
  • 5. Perimeter: Add all sides Area: The Rhombus 1 A= (first diagonal)(second diagonal) 2 Sides: Opposite Sides are Parallel All Sides are Congruent Angles: Opposite Angles are Congruent Adjacent Angles are Supplementary Diagonals: Diagonals Bisect each other Diagonals are Perpendicular
  • 6. Perimeter: Add all sides Area: The Square A = (length)( width) = s 2 Sides: Opposite Sides are Parallel All Sides are Congruent Angles: All Angles are 90o All Angles are Congruent Adjacent Angles are Supplementary Diagonals: Diagonals Bisect each other Diagonals are Perpendicular To find the Length of the Diagonals: d =s 2 The Square is a busy shape! It’s not only a square, it’s a rectangle, a parallelogram, a trapezoid, and a rhombus!
  • 7. Perimeter: Add all sides Area: The Kite 1 A= (first diagonal)(second diagonal) 2 Sides: Two Shorter Sides are Congruent Two Longer Sides are Congruent Angles: Opposite Angles, only the angles that Join the Shorter and Longer Sides, are Congruent Diagonals: The Longer Diagonal Bisects the Shorter Diagonal Diagonals are Perpendicular

Editor's Notes

  1. Created by Michelle Barnhill 7/11/2012