Congruence & Congruent Triangles Unit Test
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Standards
CCSSHSG-CO.B.7
CCSSHSG-CO.B.8
CCSSHSG-CO.C.10
CCSSHSG-CO.C.11
Formats Included
$3.00
Also included in
- Geometry CurriculumFull Year Guided NotesUnit – Congruence & Congruent FiguresThis unit covers topics about the following skills:CongruenceCongruent PartsCongruence StatementsMidsegment TheoremCongruent Triangle ProofsCPCTC ProofsIncluded in this bundle is:Unit Plan (with links)Guided NotesActivPrice $30.00Original Price $33.80Save $3.80
- Geometry Curriculum:Unit 1 – Rigid Transformations NotesUnit 2 – Angles & LinesUnit 3 – Similarity & Similar FiguresUnit 4 – Congruence & Congruent TrianglesUnit 5 – Right Triangle TrigonometryUnit 6 – CirclesUnit 7 – VolumeUnit 8 – Coordinate GeometryUnit 9 – ConicsUnit 10 – Basic ProbaPrice $20.00Original Price $24.00Save $4.00
- Geometry CurriculumFull Year Guided NotesThese notes/activities cover:CongruenceCongruent PartsMidsegment TheoremCongruent Triangle TheoremsCongruent Triangle ProofsCPCTC ProofsIncluded in this bundle is:Guided NotesActivitiesWarm UpsAssessmentsAnswer KeysMore Geometry Curriculums:Unit 1 – Rigid TraPrice $30.00Original Price $38.80Save $8.80
Description
Unit 4 – Congruence & Congruent Figures
This game covers:
– Congruence
– Congruent Parts
– Congruence Statements
– Midsegment Theorem
– Congruent Triangle Theorems
– Congruent Triangle Proofs
– CPCTC Proofs
Included is:
– Test
– Answer Key
Interested in more materials for this unit?
Congruent & Congruent Triangles COMPLETE Unit
Total Pages
Answer Key
Included
Teaching Duration
N/A
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Standards
to see state-specific standards (only available in the US).
CCSSHSG-CO.B.7
Use the definition of congruence in terms of rigid motions to show that two triangles are congruent if and only if corresponding pairs of sides and corresponding pairs of angles are congruent.
CCSSHSG-CO.B.8
Explain how the criteria for triangle congruence (ASA, SAS, and SSS) follow from the definition of congruence in terms of rigid motions.
CCSSHSG-CO.C.10
Prove theorems about triangles.
CCSSHSG-CO.C.11
Prove theorems about parallelograms.