# Ch 24: HSPT Test: Triangle Theorems & Proofs

Explore the relationships and theorems that give triangles their unique characteristics with our Triangle Theorems & Proofs chapter. Understanding these relationships and the math behind them will be of benefit to you when you take the HSPT Test.

## HSPT Test: Triangle Theorems & Proofs - Chapter Summary

In these lessons, you can review the angle relationships that form triangles and the reasoning behind them. Use the lessons to prepare for HSPT test questions about the following:

• Applications of similar triangles
• Congruence postulates and proofs
• Using congruence and similarity to prove relationships
• Definition and explanation of the converse of a statement
• HA, AAS and HL theorems
• Perpendicular and angle bisector theorems
• Right and isosceles triangle congruency

To make referral and identification easy, our transcripts highlight key vocabulary for you. And there are links to help you move freely back and forth between the lesson quizzes and the videos. This makes reviewing the material quick and convenient, and the dashboard helps you stay organized and on track.

### HSPT Test: Triangle Theorems & Proofs Chapter Objectives

The HSPT test is part of the admissions, screening, placement and scholarship process for students applying to select Catholic high schools, and it is given in the eighth grade. The test measures reading, math, language, quantitative and verbal skills. The lessons in this chapter align with the skills measured in the mathematics section. This part of the test contains 64 questions out of the 298 that comprise the overall test.

This is a multiple-choice test, requiring you to choose one correct answer from perhaps four or five possible responses. The test is given on paper.

13 Lessons in Chapter 24: HSPT Test: 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.
Not Taken
Practice Final Exam
Test your knowledge of the entire course with a 50 question practice final exam.
Not Taken

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