1.	Name the property that justifies if AB < BC and BC < CD, then AB < CD.
		A.	Comparison Property	B.	Division Property
		C.	Transitive Property	D.	Addition Property
		Hint
	2.	a > b means that ___________.
		A.	a + c = b, for some positive number c
		B.	a = b + c, for some positive number c
		C.	a + b = 0
		D.	a b
		Hint
	3.	Choose the possible measure for 1 in the figure shown.
		A.	110°	B.	11°
		C.	0°	D.	180°
		Hint
	4.	Name the property that justifies if a < b, then a + c < b + c.
		A.	Transitive Property	B.	Addition Property
		C.	Subtraction Property	D.	Comparison Property
		Hint
	5.	Complete the section of the indirect proof. Assume mA = mB and mB = mC. So, by ____________, mA = mC.
		A.	angle addition property	B.	transitive property
		C.	CPCTC	D.	reflexive property
		Hint