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Properties of Equality and Congruence

Geometry CP1 Reflexive, Symmetric, and Transitive Properties

AB
ST = UV and UV and YZ, then ST = YZTransitive Property of Equality
If FG = HJ, then HJ = FGSymmetric Property of Equality
<C = <CReflexive Property of Equality
If AB = CD, then AB + EF = CD + EFAddition Property of Equality
m<C = 90, then 2(m<C) = 2(90)Substitution Property of Equality
If XY = YZ, then 3(XY) = 3(YZ)Multiplication Property of Equality
If m<A = m<B, then <A is congruent to < B.Definition of Congruent Angles
If AB = CD, then AB - MN = CD - MNSubtraction Property of Equality



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