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2-8 Proving Angle Relationships Exercises p.129 Study Guide and Review p.132 Practice Test p.137 Standardized Test Practice p.138. Parallel And Perpendicular Lines.

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...Mid-Chapter Quiz p.135 2-6 Algebraic Proof Exercises p.139 2-7 Proving Segment Relationships Exercises p.147 2-8 Proving Angle Relationships.

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PROVE RELATIONSHIPS IN TWO TRIANGLES You can use the Hinge Theorem. and its converse to prove relationships in two triangles. Example. Given: RX = XS m∠SXT = 97. Prove: ST > RT. Proof: Statements 1. ∠SXT and ∠RXT are.

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Postulates describe fundamental relationships in geometry. Postulate 2.1: Postulate 2.2: Postulate 2.3: Postulate 2.4: Postulate 2.5: Postulate 2.6: Postulate 2.7

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In AABC, each leg is the geometric mean between the hypotenuse and the segment of the hypotenuse adjacent to that leg.

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4-5 Study Guide and Intervention. PERIOD. Proving Triangles Congruent—ASA, AAS. ASA Postulate The Angle-Side-Angle (ASA) Postulate lets you show that two triangles.

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...p.121 2-5 Postulates and Paragraph Proofs Exercises p.130 Mid-Chapter Quiz p.135 2-6 Algebraic Proof Exercises p.139 2-7 Proving Segment Relationships Exercises p.147 2-8 Proving Angle Relationships. Exercises p.156 Study Guide and Review p.160 Practice Test p.165.

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