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Analyzing Congruence 4.3

Analyzing Congruence 4.3. homework. Use the AAS Postulate to test for triangle congruence. Use the HL Postulate to test for right triangle congruence. Learn and apply the third angle theorem. B. B. AC is the non-included side in relation to angles  B and  C.

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Analyzing Congruence 4.3

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  1. Analyzing Congruence 4.3

  2. homework • Use the AAS Postulate to test for triangle congruence. • Use the HL Postulate to test for right triangle congruence. • Learn and apply the third angle theorem.

  3. B B AC is the non-included side in relation to angles Band C. AB is the non-included side in relation to angles Band C. homework Vocabulary - AAS

  4. AC is a leg and AB is the hypotenuse. CB is a leg and AB is the hypotenuse. homework Vocabulary – HL(Right Triangles Only)

  5. Third Angle Theorem: If two angles of one triangle are congruent to two angles of another triangle, then the third angles are congruent. homework Third Angle Theorem

  6. homework Are the triangles are congruent by SSS, SAS, ASA, AAS & HL b. HL d. HL AAS c. SSS a. f. HL h. SAS SAS g. None e. l. None j. SAS k. AAS i. AAS

  7. M  O LNM  PNO Vertical ’s Theorem L  P homework M  O L  P Given: Prove:

  8. homework Summary Name the Congruence Property

  9. homework 5 Congruence Properties ASA SSS SAS AAS HL 2 Imposters AAA SSA

  10. homework Corresponding Parts of Congruent Triangles are Congruent CPCTC Once we know that two triangles are congruent, we know that all corresponding sides and angles are congruent!

  11. O L N 1. 2.LNM  PNO P M homework Given: Prove: 1. Given 2. Vertical Angles Theorem 3. SAS 3.ΔLMNΔPON 4.L  P 4. CPCTC

  12. 1. 2. homework Prove:Q  O Given: 1. Given 2. Reflexive Property 3. SSS 3.ΔQNPΔOPN 4.Q  O 4. CPCTC

  13. Assignment Geometry: 4.3B Section 10 – 19, 30 – 34

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