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Module 6 lesson 12

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Erik Tjersland

The document discusses a geometry lesson about the conditions needed to determine a unique triangle. It provides examples of problems that give two sides and a non-included angle, and how this determines one triangle if the angle is right or obtuse, but not if the angle is acute. It emphasizes that two sides and a non-included angle will identify a unique triangle only when the angle is right or obtuse.

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Module 6 Lesson 12.notebook 1 May 23, 2016 Module 6 Lesson 12 Conditions on Measurements that Determine a Triangle Homework: CRS #18 due tomorrow Do Now Exit Ticket for Lesson 11 Take a ruler, a protractor, and a compass
Module 6 Lesson 12.notebook 2 May 23, 2016
Module 6 Lesson 12.notebook 3 May 23, 2016 side side included anglenon-included angles
Module 6 Lesson 12.notebook 4 May 23, 2016 In the problem, we are given two  sides  and a non­included angle
Module 6 Lesson 12.notebook 5 May 23, 2016
Module 6 Lesson 12.notebook 6 May 23, 2016
Module 6 Lesson 12.notebook 7 May 23, 2016 The angle is a right angle, not an acute
Module 6 Lesson 12.notebook 8 May 23, 2016 two sides and a non­included angle ONE intersection
Module 6 Lesson 12.notebook 9 May 23, 2016
Module 6 Lesson 12.notebook 10 May 23, 2016
Module 6 Lesson 12.notebook 11 May 23, 2016
Module 6 Lesson 12.notebook 12 May 23, 2016 All three examples gave us two sides and a  non included angle. The triangle with  acute  angle was not unique, but the triangle with the  right or obtuse angle was unique.
Module 6 Lesson 12.notebook 13 May 23, 2016
Module 6 Lesson 12.notebook 14 May 23, 2016 Yes No Yes No Maybe No
Module 6 Lesson 12.notebook 15 May 23, 2016

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Module 6 lesson 12