PROVING THEOREM 9.2 Prove Case 1 of the Reflection Theorem. Case 1 The segment does not
Chapter 9, Problem 9.3.35(choose chapter or problem)
PROVING THEOREM 9.2 Prove Case 1 of the Reflection Theorem. Case 1 The segment does not intersect the line of reflection. GIVEN c A reflection in m maps P to P9 and Q to Q9. PROVE c PQ 5 P9Q9 Plan for Proof a. Draw}PP9,}QQ9, }RQ , and}RQ9. Prove that nRSQ > nRSQ9. b. Use the properties of congruent triangles and perpendicular bisectors to prove that PQ 5 P9Q9. SR P99 P
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