# Ch 36: TExMaT Master Mathematics Teacher 8-12: Triangle Theorems & Proofs

Get ready for geometry questions on the TExMaT Master Mathematics Teacher 8-12 exam when you watch this chapter's video lessons on triangle congruence postulates, shape similarity, the angle bisector theorem and more.

## TExMaT Master Mathematics Teacher 8-12: Triangle Theorems & Proofs - Chapter Summary

Brush up on your geometry knowledge to prepare for TExMaT Master Mathematics Teacher 8-12 exam questions on triangle theorem and proofs. Our expert instructors discuss the use of conditional statements, converse statements and congruence postulates, in addition to proofs, for the following theorems:

• The SAS theorem
• The ASA theorem
• The SSS theorem
• The AAS theorem
• The HA theorem
• The HL theorem
• The perpendicular bisector theorem
• The angle bisector theorem
• The LA and LL theorems

Fun video illustrations and an engaging instructional style make it easy to review all of the triangle theorems and proofs covered on your TExMaT exam. Multiple-choice quizzes are also included with each lesson to help keep your test-prep goals on track.

### TExMaT Master Mathematics Teacher 8-12: Triangle Theorems & Proofs Chapter Objectives

This TExMaT Master Mathematics Teacher 8-12 exam includes a case study essay assignment and 90 multiple-choice questions covering six main content domains. Passing scores qualify applicants for Texas's Master Mathematics Teacher certification for grades 8-12.

Around 18% of exam content addresses geometry and measurement concepts. This chapter can get you ready for questions testing your ability to prove geometric theorems, whether directly or indirectly. After watching these Triangle Theorems & Proofs video lessons, you should also be prepared for questions that measure your understanding of the similarity and congruence concepts used to demonstrate relationships between the sides and angles of two-dimensional shapes.

11 Lessons in Chapter 36: TExMaT Master Mathematics Teacher 8-12: Triangle Theorems & Proofs
Test your knowledge with a 30-question chapter practice test
Chapter Practice Exam
Test your knowledge of this chapter with a 30 question practice chapter exam.
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Practice Final Exam
Test your knowledge of the entire course with a 50 question practice final exam.
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