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Name: Period: Properties of the , , and - Notes

Rectangles

1. On Rectangle 1, measure each side to the nearest tenth of a centimeter. 2. On 1 and 2, measure each and record your measurement next to each angle number.

Rectangle 1 Rectangle 2

1 2 6 7 5 8

13 14 15 16

9 12 4 3 10 11

3. Check each of the properties of a that Rectangle 1 has:

_____Opposite sides are . _____Opposite sides are congruent. _____Opposite are congruent. _____Consecutive angles are supplementary.

_ _Diagonals bisect each other.

_ _One pair of opposite sides are both parallel and congruent.

_ _Each divides the into two congruent .

4. Check each of these additional properties that a rectangle has:

_____All 4 sides are congruent. _____All angles are right angles. _____The are congruent. _____The diagonals are . _____The diagonals bisect the opposite angles. 5. Determine how many lines of are in a rectangle and describe where they are located.

6. Rectangle – a quadrilateral that has ______angles.

Name: Period: Properties of the Rectangle, Rhombus, and Square

Rhombus

7. On Rhombus 1, measure each side length to the nearest tenth of a centimeter. 8. On Rhombi 1 and 2, measure each angle and record your measurement next to each angle number.

Rhombus 1 Rhombus 2

1 2 6 7 5 8

13 14 15 16

9 12 3 4 10 11

9. Check each of the properties of a parallelogram that Rhombus 1 has:

_____Opposite sides are parallel. _____Opposite sides are congruent. _____Opposite angles are congruent. _____Consecutive angles are supplementary.

_ _Diagonals bisect each other.

_ _One pair of opposite sides are both parallel and congruent.

_ _Each diagonal divides the quadrilateral into two congruent triangles . 10. Check each of these additional properties that a rhombus has:

_____All 4 sides are congruent. _____All angles are right angles. _____The diagonals are congruent. _____The diagonals are perpendicular. _____The diagonals bisect the opposite angles. 11. Determine how many lines of symmetry are in a rhombus and describe where they are located.

12. Rhombus – a quadrilateral that has ______sides.

Name: Period: Properties of the Rectangle, Rhombus, and Square - Notes

Square

13. On Square 1, measure each side length to the nearest tenth of a centimeter. 14. On 1 and 2, measure each angle and record your measurement next to each angle number.

Square 1 Square 2

6 7 1 2 5 8

13 14 15 16

9 12 3 4 10 11

15. Check each of the properties of a parallelogram that Square 1 has:

_____Opposite sides are parallel. _____Opposite sides are congruent. _____Opposite angles are congruent. _____Consecutive angles are supplementary.

_ _Diagonals bisect each other.

_ _One pair of opposite sides are both parallel and congruent.

_ _Each diagonal divides the quadrilateral into two congruent triangles.

16. Check each of these additional properties that a square has:

_____All 4 sides are congruent. _____All angles are right angles. _____The diagonals are congruent. _____The diagonals are perpendicular. _____The diagonals bisect the opposite angles. 17. Determine how many lines of symmetry are in a square and describe where they are located.

18. Square – a quadrilateral that has ______angles and ______sides.

Name: Period: Properties of the Rectangle, Rhombus, and Square - Notes

Parallelogram Rectangle Rhombus Square 4 sides

opposite sides are parallel

opposite sides are congruent

opposite angles are congruent

consecutive angles = 180°

diagonals bisect each other

one pair of opposites sides are both ll and  each diagonal divides the quad. into 2  triangles all 4 sides are congruent

all 4 angles are right angles

diagonals are congruent

the diagonals are perpendicular

the diagonals bisect opposite angles