1.	Which point do planes DHC, EHF, and BFG have in common?
		A.	B	B.	G
		C.	F	D.	H
		Hint
	2.	Refer to the figure. If G is the midpoint of , which conjecture is true?
		A.	None of the statements are true.
		B.	intersects at exactly two points.
		C.	is exactly 5 feet long.
		D.
		Hint
	3.	Daniel wants to send Jasmine flowers for her birthday. At the flower store, he can choose between roses, irises, or carnations. The salesperson tells Daniel that 50% of the customers buy roses, 30% buy carnations, and 20% buy irises. Which of the following is a valid conjecture?
		A.	More customers buy roses than carnations.	B.	The salesperson likes carnations.
		C.	Daniel will buy Jasmine irises.	D.	Jasmine will be excited to receive flowers for her birthday.
		Hint
	4.	Name the property of equality that justifies the following statement. If CD = MN and CD = RS, then MN = RS.
		A.	Symmetric Property (=)	B.	Substitution Property (=)
		C.	Distributive Property (=)	D.	Reflexive Property (=)
		Hint
	5.	Which of the following is not one of the five essential parts needed to construct a good proof?
		A.	Develop a system of inductive reasoning.
		B.	List the given information.
		C.	If possible, draw a diagram to illustrate the given information.
		D.	State the theorem to be proved.
		Hint
	6.	For the proof shown, provide the reason for part f.
		A.	Definition of Addition	B.	Symmetric Property of Equality
		C.	Definition of a line	D.	Definition of congruent segments
		Hint
	7.	Determine the value of z.
		A.	6	B.	48
		C.	8	D.	20
		Hint
	8.	Which postulate or theorem shows that
		A.	SAS Postulate	B.	AAS Theorem
		C.	SSS Postulate	D.	ASA Postulate
		Hint
	9.	Which set of numbers is a Pythagorean triple?
		A.	10, 15, 18	B.	9, 40, 41
		C.	8, 10, 12	D.	10, 20, 30
		Hint
	10.	How many other triangles in the figure appear to be congruent to ABC?
		A.	3	B.	8
		C.	7	D.	4
		Hint
	11.	If triangle FGH is congruent to triangle JKI, name the corresponding angles.
		A.	F I, G J, H K
		B.	F K, G I, H J
		C.	F J, G K, H I
		D.	F G, H I, J K
		Hint
	12.	CPR has vertices C(15, 1), P(9, 11), and R(2, 1). Determine the coordinates of point A on so that is a median of CPR.
		A.		B.	(12, 6)
		C.		D.
		Hint
	13.	If mA > mB > mC, what is a possible measure for ?
		A.	20 mm	B.	10 mm
		C.	32 mm	D.	13 mm
		Hint
	14.	The coordinates of the vertices of WXYZ are W(-3, 3), X(6, 6), Y(1, 0), and Z(-5, -2).Determine if WXYZ is a parallelogram. Explain.
		A.	Yes. The two sets of opposite sides are parallel.
		B.	No. is not parallel to .
		C.	No. is not parallel to .
		D.	Yes. The two diagonals bisect each other.
		Hint
	15.	The statement a parallelogram and a trapezoid are similar, is _________.
		A.	sometimes true	B.	always true
		C.	never true	D.	possibly true if an isosceles trapezoid is used
		Hint
	16.	In WXY, w = 38, x = 49, and y = 22. Find mY to the nearest tenth.
		A.	154.5	B.	25.5
		C.	48.1	D.	106.4
		Hint
	17.	If = (0,4) and = (-1,6), and = 2 -3, find .
		A.	(-3,26)	B.	(3,10)
		C.	(0,10)	D.	(3,-10)
		Hint
	18.	The statement if , then demonstrates which property of congruence?
		A.	Transitive Property	B.	Reflexive Property
		C.	Identity Property	D.	Symmetric Property
		Hint
	19.	Find b in TRG .
		A.	2.4	B.	3.5
		C.	4.9	D.	2.8
		Hint
	20.	The measure of an interior angle of a regular polygon is 140. Find the number of sides the polygon has.
		A.	11	B.	13
		C.	9	D.	7
		Hint