The document discusses properties of geometric shapes like parallelograms, trapezoids, circles, and kites. It provides definitions for key terms used in geometric theorems like perpendicular bisector. It also presents examples of solving for missing sides of shapes and calculating the area of a kite given lengths of its diagonals and sides.

1. DON’T CONFUSE ME
WITH THE FACTS!

2. What color am I?
BLUE
YELLOW
PINK
BLACK
ORANGE
GREEN
RED
WHITE

3. What’s in me?
Parallelogram

4. There’s a parallelogram in me.
What shape am I?
Circle

5. I’m in a parallelogram. What
quadrilateral am I?
Trapezoid

6. I am a quadrilateral and has
two pairs of equal sides. Each
pair of mine are adjacent sides
(sharing a common vertex) and
also, each pair of mine are
distinct.
What amI ?

7. Theorems on Kite
In a kite, the perpendicular bisector of at
least one diagonal is the other diagonal.
The area of a kite is half the product of its
diagonals.

8. “In a kite, the perpendicular bisector of at least
one diagonal is the other diagonal”
perpendicular bisector
- is a special kind of
segment, ray, or line that.
(1) intersects a given
segment at a 90° angle,
and. (2) passes through
the given segment's
midpoint

9. Solve for the missing sides.
If BO = 4; CO = 3; & CD = 10.
1. AB = ?
2. OD = ?
3. AD = ?
4. AO = ?

10. If m<J = 100⁰; m<L = 70⁰
What is m<K?
Find the value of x.

11. “The area of a kite is half the product of the
lengths of its diagonals”

12. Try this!
If AC = 12; OC = 8;
and OB = 3. What is
the area of the kite?

13. Thank you for
listening! 