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Published byLucas Dillon Modified over 11 years ago
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GR + RE = GE
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Segment Addition Postulate
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If R is the midpoint of GE, then RE = ½ GE. __
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Midpoint Theorem
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If RA RD, then ARD is a right angle.
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Def. of Perpendicular Lines
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If GRC is supplementary to ARC, and DRF is supplementary to ARC, then GRC DRF.
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Congruent Supplements Theorem
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GRB ERF
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Vertical Angles Are Congruent.
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If RC bisects BRD, then m BRC = ½ m BRD.
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Angle Bisector Theorem
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m GRA + m ARC = m GRC.
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Angle Addition Postulate
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If BF GE, then GRB BRE.
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If two lines are perpendicular, then they form congruent adjacent angles.
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If m ERD + m CRA = 90, then those angles are complementary.
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Definition of Complementary Angles
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If BR RF, then R is the midpoint of BF. __
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Definition of Midpoint
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If RB RE, then BRC is complementary to CRE.
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If the exterior sides of two adjacent acute angles are perpendicular, then the angles are complementary.
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If GRA is supplementary to FRD, then m GRA + m FRD = 180.
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Definition of Supplementary Angles
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If R is the midpoint of GE, then FB bisects GE. __
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Definition of Segment Bisector
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If BRE ERF, then EG FB.
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If two lines form congruent adjacent angles, then the lines are perpendicular.
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m ARB + m BRC = m ARC
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Angle Addition Postulate
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If BR RF, then R is the midpoint of BF. __
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Definition of Midpoint
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If m ARD = 90, then ARD is a right angle.
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Definition of Right Angle
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If ARD is a right angle, then RA RD.
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Definition of Perpendicular Lines
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If FB GE, then BRE ERF.
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If two lines are perpendicular, then they form congruent adjacent angles.
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If ARB is complementary to BRD, and DRE is complementary to BRD, then ARB DRE.
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Congruent Complements Theorem
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If RC bisects BRD, then BRC CRD.
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Definition of Angle Bisector
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m GRC + m CRE = 180
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Linear Pair Postulate
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If BRG BRE, then BR GE.
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If two lines form congruent adjacent angles, then the lines are perpendicular.
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FR + RB = FB
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Segment Addition Postulate
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If RB RE, then BRD and DRE are complementary.
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If the exterior sides of two adjacent acute angles are perpendicular, then the angles are complementary.
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