TOPIC 2 JUSTIFYING LINE AND ANGLE RELATIONSHIPS SKILLS PRACTICE Name Kimberly Trigos PROBLEM SET 1: Properties of Real Numbers Date 1- 2-23 > Identify the property that justifies each statement. 1 MLABC = mZXYZ 2 mQT = MTU MZABC - MARST = m/XYZ - mZRST Subtraction Property of Equality mQT + mWX = mTU +mWx 3 LJKL = LJKL 4 GH = MN and MN = OP, So GH = OP 5 mXY = 4 cm and mBC = 4 cm, 6 PR - PR so mXY = mBC Holmes now bention eriner 7 GH = JK170 8 m41= 1340 and m/2 = 1340, GH - RS = JK - RS so m41 = mz2 9 MZABC = MZDEF 10 GH = GH mZABC + mZQRS = MZDEF + m_QRS 12 LEFG ~ ZLMN and ZLMN = LSPT, 11 ED = 3 in. and PQ = 3 in., SO LEFG ~ ZSPT SO ED = PQ > Write a statement that fits each given description. 14 Write angle statements using the Write a segment statement using the Addition Property of Equality. Reflexive Property. Sample answer. XY ~ XY Justifying Line and Angle Relationships > Skills Practice