chapter 6.4 notes: prove triangles similar by aa

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Chapter 6.4 Notes: Prove Triangles Similar by AA Goal: You will use the AA Similarity Postulate.

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Chapter 6.4 Notes: Prove Triangles Similar by AA. Goal: You will use the AA Similarity Postulate. AA Similarity (AA ~). Two triangles are similar if two of their corresponding angles are congruent. - PowerPoint PPT Presentation

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Page 1: Chapter 6.4 Notes: Prove Triangles Similar by AA

Chapter 6.4 Notes: Prove Triangles Similar by AA

Goal: You will use the AA Similarity Postulate.

Page 2: Chapter 6.4 Notes: Prove Triangles Similar by AA

AA Similarity (AA ~)

Two triangles are similar if two of their corresponding angles are congruent.

Page 3: Chapter 6.4 Notes: Prove Triangles Similar by AA

Ex.1: Determine whether the triangles are similar. If they are, write a similarity statement. Explain your reasoning.

Page 4: Chapter 6.4 Notes: Prove Triangles Similar by AA

Ex.2: Show that the two triangles are similar.

a. ∆ABE and ∆ACD

b. ∆SVR and ∆UVT

Page 5: Chapter 6.4 Notes: Prove Triangles Similar by AA

Ex.3: Show that the triangles are similar. Write a similarity statement.

a. ∆FGH and ∆RQS

b. ∆CDF and ∆DEF

Page 6: Chapter 6.4 Notes: Prove Triangles Similar by AA

Ex.4:

Page 7: Chapter 6.4 Notes: Prove Triangles Similar by AA

Ex.5: A school building casts a shadow that is 26 feet long. At the same time a student standing nearby, who is 71 inches tall, casts a shadow that is 48 inches long. How tall is the building to the nearest foot?