The document describes how to make a foldable for identifying properties of quadrilaterals. It involves folding a piece of paper into sections and labeling each section with a different quadrilateral: parallelogram, rectangle, rhombus, and square. For each shape, its properties are listed on the foldable including parallel sides, right angles, congruent sides, and relationships between diagonals and angles. The foldable provides a way to learn and review the defining characteristics of different quadrilaterals.

2. Four sided polygon

3. Foldable
1. Take out a piece of
notebook paper and
make a hot dog fold
over from the right
side over to the pink
line.

4. Foldable
2. Now, divide the right
hand section into 5
sections by drawing 4
evenly spaced lines.
The fold crease
3. Use scissors to cut
along your drawn line,
but ONLY to the crease!

5. Foldable
4. Write
QUADRILATERALS
down the left hand side
The fold crease

6. Foldable
5. Fold over the top cut
section and write
PARALLELOGRAM
on the outside.
The fold crease
6. Reopen the fold.

7. Foldable
7. On the left hand
section, draw a
parallelogram.
8. On the right hand
side, list all of the
properties of a
parallelogram.

8. Now, Let’s review what we learned
last class

9. A quadrilateral is a
PARALLELOGRAM
if and only if it
has two sets of
parallel sides

10. 1.BOTH pairs of opposite sides are parallel
2.BOTH pairs of opposite sides are
congruent
3. BOTH pairs of opposite angles are
congruent
4.Consecutive angles are supplementary
5.diagonals BISECT each other

11. Foldable
* Fold over the second
cut section and write
RECTANGLE on the
outside.
* Reopen the fold.
1. Opposite sides parallel.
2. Opposite sides congruent.
3. Opposite angles are congruent.
4. Consecutive angles are supplementary.
5. Diagonals bisect each other.

12. Foldable
* On the left hand
section, draw a
rectangle.
* On the right hand
side, list all of the
properties of a
rectangle.
1. Opposite sides parallel.
2. Opposite sides congruent.
3. Opposite angles are congruent.
4. Consecutive angles are supplementary.
5. Diagonals bisect each other.

13. A parallelogram with
FOUR RIGHT ANGLES

14. A quadrilateral is a
RECTANGLE if and
only if it has four
right angles

15. Diagonals are Congruent
Theorem 8.10

16. Foldable
* Fold over the third
cut section and write
RHOMBUS on the
outside.
* Reopen the fold.
1. Has 4 right angles.
2. Diagonals are congruent.
3. All properties of parallelogram.
1. Opposite sides parallel.
2. Opposite sides congruent.
3. Opposite angles are congruent.
4. Consecutive angles are supplementary.
5. Diagonals bisect each other.

17. Foldable
* On the left hand
section, draw a
rhombus.
* On the right hand
side, list all of the
properties of a
rhombus.
1. Opposite sides parallel.
2. Opposite sides congruent.
3. Opposite angles are congruent.
4. Consecutive angles are supplementary.
5. Diagonals bisect each other.
1. Has 4 right angles.
2. Diagonals are congruent.
3. All properties of parallelogram.

18. A parallelogram with FOUR
CONGRUENT SIDES

19. A quadrilateral is a
RHOMBUS if and
only if it has four
congruent sides

20. Diagonals Bisect A Pair of
Opposite Angles
Theorem 8.12

21. Diagonals are Perpendicular
Theorem 8.11

22. Foldable
* Fold over the fourth
cut section and write
SQUARE on the
outside.
* Reopen the fold.
1. Has 4 Congruent sides
2. Diagonals bisect opposite angles.
3. Diagonals are perpendicular.
4. All properties of parallelograms.
1. Opposite sides parallel.
2. Opposite sides congruent.
3. Opposite angles are congruent.
4. Consecutive angles are supplementary.
5. Diagonals bisect each other.
1. Has 4 right angles.
2. Diagonals are congruent.
3. All properties of parallelogram.

23. Foldable
* On the left hand
section, draw a square.
* On the right hand
side, list all of the
properties of a square.
1. Opposite sides parallel.
2. Opposite sides congruent.
3. Opposite angles are congruent.
4. Consecutive angles are supplementary.
5. Diagonals bisect each other.
1. Has 4 right angles.
2. Diagonals are congruent.
3. All properties of parallelogram.
1. Has 4 Congruent sides
2. Diagonals bisect opposite angles.
3. Diagonals are perpendicular.
4. All properties of parallelograms.

24. A parallelogram with
FOUR RIGHT ANGLES
AND FOUR CONGRUENT
SIDES

25. A quadrilateral is a
SQUARE if and
only if it has four
congruent sides
and four right
angles

26. Holds same properties as Rhombus
and Rectangle. In other words, a
quadrilateral is a square if and only
if it is a rhombus and a rectangle.

28. QUADRILATERALS
PARALLELOGRAMS
RHOMBUSES
RECTANGLES
Squares

29. QUADRILATERALS
PARALLELOGRAMS
RHOMBUSES
RECTANGLES
Squares
1. Diagonals bisect angles
2. Diag. perpendicular
3. 4 equal sides
1. Polygon
2. 4 sides
1. 4 rt. angles
2. Diagonals
congruent
5. Consecutive angles supplementary
4. Diagonals Bisect
3. Opposite Sides parallel
2. Opposite Angles congruent
1. Opposite Sides congruent