Asked by josh
                I am working on a geometry problem where I have to build a mobile of the quad. family. I have to state the properties of each figure. For a parallelogram I have 1. opp. sides are congruent 2. opp. angles are congruent 3. diagonals bisect each other and are congruent. For a rhombus I have 1. each diagonal bisects and are perpendicular. For a trapezoid I have the midsegment half the length of the base.
I have nothing for a rectangle, square, kite or isosceles trapezoid.
My question is are the ones I have correct and can you help me with the properties I don't have
            
            
        I have nothing for a rectangle, square, kite or isosceles trapezoid.
My question is are the ones I have correct and can you help me with the properties I don't have
Answers
                    Answered by
            MathMate
            
    For a parallelogram, add:
- opposites sides are parallel
For a rhombus, add:
all the properties of a parallelogram, plus
- diagonals are angle bisectors
- ______ axes of symmetry
For a trapezoid, add:
- ____ pair of parallel opposite sides
For a rectangle, add:
all the properties of a parallelogram, plus
- _________ sides are perpendicular to each other
- ___ axes of symmetry
For a square, add:
all the properties of a rectangle, plu
- all sides are congruent
- ____ axes of symmetry
For a kite:
- has ____ pairs of congruent adjacent sides.
- Diagonals are perpendicular to each other
- ____ of the diagonals is an axis of symmetry, therefore it bisects the internal angles.
For an isoceles trapezoid,
- _____ pair of opposite parallel sides
- _____ axis of symmetry
    
- opposites sides are parallel
For a rhombus, add:
all the properties of a parallelogram, plus
- diagonals are angle bisectors
- ______ axes of symmetry
For a trapezoid, add:
- ____ pair of parallel opposite sides
For a rectangle, add:
all the properties of a parallelogram, plus
- _________ sides are perpendicular to each other
- ___ axes of symmetry
For a square, add:
all the properties of a rectangle, plu
- all sides are congruent
- ____ axes of symmetry
For a kite:
- has ____ pairs of congruent adjacent sides.
- Diagonals are perpendicular to each other
- ____ of the diagonals is an axis of symmetry, therefore it bisects the internal angles.
For an isoceles trapezoid,
- _____ pair of opposite parallel sides
- _____ axis of symmetry
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