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Which of the conclusions below is the correct justification for statement 2? Symmetric Property of ≅ Angle Addition E 1. ∡DEF ≅ ∡FEG 2. EF bisects ∡DEG D F G Definition of congruent ∡'s Definition of Angle bisector 1. Given 2. __?__ Segment Addition Postulate Angle Addition Postulate 2. m∡DEF + m∡FEG = m∡DEG 1. EF is on the interior of ∡DEG What is the correct justification for statement 2? E D F G Addition Property of = Definition of Angle bisector 2. ____?______ 1. Given Complete the proof below by dragging the correct reason to each statement being made. 1.Q is the midpoint of PR 2. PQ ≅ QR statements P Q R definition of midpoint ? Given ? reasons linear pair theorem ? not used: T ∙ Complete the proof below by dragging the correct reason to each statement being made. D 1. ∡D is a right angle 2. ∡E is a right angle 3. ∡D ≅ ∡E statements E All right angles are ≅ ? Definition of congruent angles ? Given ? reasons not used: Complete the proof below by dragging the correct reason to each statement being made. 1. m∡HED = 40∘ 2. m∡HED + m∡DEF = m∡HEF 3. 40∘ + m∡DEF = m∡HEF statements E H D F G Not used: Substitution Property of = ? Angle Addition Postulate ? Transitive Property of = ? reasons Given ? Complete the proof below by dragging the correct reason to each statement being made. 1. AB = EF 2. AB + BC = AC 3. EF + BC = AC statements ∙ ∙ E F A B C ∙ ∙ not used: Segment Addition Postulate ? Addition Property of = ? Substitution Property of = ? reasons Given ? ∙ Complete the proof below by dragging the correct reason to each statement being made. 1. VW ≅ WX 2. WX ≅ XY 3. VW ≅ XY statements V W X Y ∙ ∙ Transitive Property of = ? ∙ Substitution Property of = ? reasons Given Given ? not used: ∙ |