AAS or ASA SW I VW, ZS 2U, and UV I VW. Complete the proof that AUVW ASWV.WSVStatementReason1SW I VWGiven2S 실 20GivenUV 1 VWGivenZSWV UVWAdditive Property of Angle MeasureAdditive Property of LengthAll right angles are congruentAngles forming a linear pair sum to 180°Definition of angle bisectorDofinition fnuilteral tri-naleVW 쓸 VW6AUVW E ASWV2.4. SW I VW, ZS 2U, and UV I VW. Complete the proof that AUVW ASWV.WVUReasonStatementGivenSW I VWGivenZS ZUGivenUV 1 VWZSWV E 2UVWAll Tignt aiigies are conyi uentAngles forming a linear pair sum to 180°Definition of angle bisectorDefinition of equilateral triangleDefinition of midpointVertical Angle Theorem4VW VW6.AUVW E ASWV

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SW I VW, ZS = 2U, and UV I VW. Complete the proof that AUVW ASWV. W S V U Statement Reason 1 SW I VW Given ZS ZU Given 3. UV 1 VW Given 4 SWV UVW Additive Property of Angle Measure Additive Property of Length All right angles are congruent Angles forming a linear pair sum to 180° Definition of angle bisector Dofinitios fcuiltal tri-nala VW VW 6. AUVW E ASWV 2.