Triangle Congruence and Proofs Objective: You will be Problem # Section Note to Self asked to… 1. Classify polygons 1.6 1-4 2 Find the measure of interior 6.1 5-12 and exterior angles of polygons. 13-16 3. Name congruent polygons. 4.3 13-16 4. Find missing side lengths and 4.3 angle measures of congruent polygons. 5. Use SSS and SAS to show that 4.4 17-23 triangles are congruent. 6. Use ASA and AAS to show that 4.5 17-23 traingles are congruent 7. Use algebra to write two 2.6 24 column proofs. 8. Use triangle congruency 2.8 24 theorems to write two column geometric proofs. Transformations Objective: You will be asked Problem # Section Note to Self to… identify transformations as 25 reflections, rotations, 4.7 translations reflect points over a line 26-32 9.1 describe a reflection and find 26-32 9.1 the line of reflection translate points if given vector 26-32 9.2 notation or function notation describe a translation using 26-32 vector notation or function 9.2 notation rotate points (90, 180, or 270 26-32 9.3 degrees) around the origin describe a rotation 26-32 9.3
Triangle Congruence and Proofs Objective: You will be asked to… Section Problem # Note to Self 1. Classify polygons 1.6 1-4 2 Find the measure of interior and exterior angles of polygons. 6.1 5-12 3. Name congruent polygons. 4.3 13-16 4. Find missing side lengths and angle measures of congruent polygons. 4.3 13-16 5. Use SSS and SAS to show that triangles are congruent. 4.4 17-23 6. Use ASA and AAS to show that traingles are congruent 4.5 17-23 7. Use algebra to write two column proofs. 2.6 24 8. Use triangle congruency theorems to write two column geometric proofs. 2.8 24 Transformations Objective: You will be asked to… Section Problem # Note to Self identify transformations as reflections, rotations, translations 4.7 25 reflect points over a line 9.1 26-32 describe a reflection and find the line of reflection 9.1 26-32 translate points if given vector notation or function notation 9.2 26-32 describe a translation using vector notation or function notation 9.2 26-32 rotate points (90, 180, or 270 degrees) around the origin 9.3 26-32 describe a rotation 9.3 26-32