# Congruent Triangles Activity Bundle

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1. In this activity, students identify the congruence criteria of congruent triangles, and cut and paste them into a graphic organizer. Students must have prior knowledge of SSS, SAS, ASA, AAS, and HL as well as vertical angles and reflexive sides. This product is also found AT A DISCOUNTED PRICE i
2. This is a set of 32 task cards to get students practicing working with congruent triangles! Half of the cards ask the students to state the congruence criteria (SSS, SAS, AAS, ASA, or HL) and the other half ask the students to provide the missing statement that would MAKE the triangles congruent gi
3. This stations activity is a fun way to review a the theorems involving congruent triangles, as well as practice two-column proofs. Get students moving around the classroom reviewing the following topics: - Congruence Statements - SSS, SAS, AAS, ASA, HL - Two-Column ProofsThis file contains 8 s
Bundle Description

This bundle contains 3 fun activities for your students to get more practice with the congruent triangle theorems and postulates in high school geometry.

1) Task Cards - This is a set of 32 task cards to get students practicing working with congruent triangles! Half of the cards ask the students to state the congruence criteria (SSS, SAS, AAS, ASA, or HL) and the other half ask the students to provide the missing statement that would MAKE the triangles congruent given the criteria. The cards can be used for student stations, partner activities, classroom warm-ups, etc. Student recording sheet and teacher answer key included!

2) Cut and Paste Activity - In this activity, students identify the congruence criteria of congruent triangles, and cut and paste them into a graphic organizer.

3) Stations Activity - This stations activity is a fun way to review a the theorems involving congruent triangles, as well as practice two-column proofs. Get students moving around the classroom reviewing the following topics:

- Congruence Statements

- SSS, SAS, AAS, ASA, HL

- Two-Column Proofs

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