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Obj: SWBAT identify and classify quadrilaterals and their properties

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Presentation on theme: "Obj: SWBAT identify and classify quadrilaterals and their properties"— Presentation transcript:

1 Obj: SWBAT identify and classify quadrilaterals and their properties

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3 Quadrilaterals Quadrilaterals: Have exactly 4 sides
The sum of the interior angles of all quadrilaterals is 360º WARNING: Do not assume any additional properties for a quadrilateral unless you are given additional information.

4 Kite Kite: 2 pairs of adjacent sides congruent
NO opposite sides congruent Diagonals are perpendicular

5 Kite + Algebra Example Solve for x and y.
Before you start, think about: What are the properties of a kite? What should you solve for 1st?

6 Trapezoids Trapezoid: ONLY 1 set of parallel sides
Isosceles Trapezoid: Base angles congruent Legs congruent

7 Isosceles Trapezoid + Algebra Example
Solve for the value of x in the isosceles trapezoid. Before you start, think about: What are the properties of an isosceles trapezoid? What sides can you set equal?

8 Parallelograms Parallelogram: - is a quadrilateral with both pairs of opposite sides parallel and congruent Solve for the value of x in the parallelogram. Before you start, think about: What are the properties of a parallelogram? What sides can you set equal?

9 Rectangles Rectangle: 4 right angles
All of the properties of the parallelogram PLUS: 4 right angles Congruent diagonals

10 Rhombus Rhombus All of the properties of the parallelogram PLUS: - 4 congruent sides - diagonals bisect angles - diagonals perpendicular

11 Square Square Has all of the properties of the parallelogram AND the rectangle AND the rhombus! 4 right angles 4 congruent sides

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13 Trapezoid

14 Trapezoid

15 Parallelograms Parallelogram: - 2 sets of parallel sides - 2 sets of congruent sides - opposite angles congruent - same-side interior angles supplementary - diagonals bisect each other - diagonals form 2 congruent triangles

16 Trapezoids Trapezoid: ONLY 1 set of parallel sides
Isosceles Trapezoid: Base angles congruent Legs congruent Diagonals congruent Opposite angles supplementary


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