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2.6 Proving Congruent Triangles Notes.notebook 1

2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

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Page 1: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

1

Page 2: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

2

Page 3: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

3

Classwork ­ Do 1,2,4 on pages 112­113

Statement Justification

Page 4: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

4

Statement Justification

Page 5: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

5

Page 6: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

6

Page 7: 2.6 Proving Congruent Triangles Notes.notebook...2.6 GOAL Proving Congruent Triangles Page 107 Use deductive reasoning to prove that triangles are congruent. EXAMPLE 2 Reasoning about

2.6 Proving Congruent Triangles Notes.notebook

7

Classwork  ­ Do 5,6,7,9 on pages 113­114