Chapter Challenge

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Study References (Chapter 9!)

9-1 Properties of Parallelograms(p.448-453)9-2 Proving That a Quadrilateral is a

Parallelogram(p454-460)9-3 Properties of Special

Parallelograms(p462-468)9-4 Trapezoids and Kites(p470-476)9-5 Organizing Coordinate Proofs(p478-482)9-6 Using Coordinate Geometry in

Proofs(p483-487)Chapter Wrap Up (p489-p491)

Stand OFF Question!!!

•The diagonals of a kite are?

Question One

• Based on the markings, decide if the figure is a parallelogram.

Question Two

• Give the coordinates of point J without using any new variables.

Rhombus X (a,0)

O

(0,b)

J

(0,b)

Question Three

• Each Pair of angles adjacent to the base of the trapezoid are called ?

Stand OFF Question!!!

• The area of a rhombus is equal to half the product of the lengths of it diagonals. What is the formula that illustrates this?

Question Four

Find the measure of DG in each parallelogram.

14 in

D

G

J

F

Question Five

• Find the measure of the angles 1 and 2.

1

2 54°

Question Six

• Find the measures for the numbered angles.

10 in

11in

1 2

3

42°

Final Question

• Angles of a polygon that share a common side are called?

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