SWBAT create a tree map for each different way to prove triangles congruent, using pictures and labels.
- Get TB pages 333-418 {Chapter 5}
- On a Piece of Computer paper, construct your OWN Tree Map of All the Postulates and Theorems for congruent triangles (SSS, SAS, ASA, AAS, and not possible) Use a Ruler.
- Include labeled diagrams with points of your choosing.
- Color Code your necessary given marks.
- Use reflexive, vertical angle theorem, angles formed by parallel lines, transformations, reflections and rotations in your diagrams.
- Write a congruence statement using the points and labels you provided.
- On the front , include SSS, SAS, ASA,AAS
- On the back...include theorems for right triangle congruency (HL, HA) and accurate examples of NOT POSSIBLES! (AAA, SSA)
- Get TB pages 333-418 {Chapter 5}
- Complete Triangle Congruent Tree Map
- Keep doing MATHIA.....