Quiz
Triangle Congruencies Proofs
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Questions in this quiz (23)
1Check which congruence postulate you would use to prove that the
two triangles are congruent.
- ASAS
- BASA
- CAAS
- DSSA
2Check which congruence postulate you would use to prove that the
two triangles are congruent given the markings only.
- AAAS
- BASA
- CAA
3Check which congruence postulate you would use to prove that the
two triangles are congruent.
- AASA
- BAAS
- CAA
4Check which congruence postulate you would use to prove that the
two triangles are congruent.
- ASSS
- BSSA
- CASA
- DSAS
5Fill in the missing reasons
- AGiven
- BAlternate Interior
- CVertical angles
- DGiven
- EReflexive
- FLinear Pair
- GGiven
- HLinear Pair
- ISymmetric Property
- JReflexive Property
- KASA
- LAAS
- MSSA
6Fill in the missing reasons
- AGiven
- BDef. of Midpoint
- CDef. of Bisector
- DGiven (2)
- EVertical Angles
- FGiven (3)
- GCorresponding Angles
- HSame Side Interior
- IASA
- JAAS
7Fill in the missing reasons
- AGiven
- BGiven (2)
- Cdef. of midpoint
- Ddef. of bisector
- EVertical Angles
- FCorresponding Angles
- GLinear Pair
- Hdef. of perpendicular
- Idef. of parallel
- JAll right angles are congruent
- KAlternate Interior
- LASA
- MHL
- NSAS
- OAAS
8Fill in the missing reasons
- AGiven
- BReflexive
- CParallel
- DGiven
- EDef. of Midpoint
- FBisector
- Gdef. of midpoint
- Hdef. of bisector
- Ireflexive
- Jtransitive
- Kdef. of midpoint
- Ldef. of bisector
- Mreflexive
- Nsubsititution
- OSSS
- PSAS
- QHL
- RSide Theorem
- SCPCTC
- TProve
9Determine the reasons of the following proof
- AGiven
- BParallel Lines
- CGiven (2)
- Ddef of bisector
- Edef of midpoint
- Fsymmetric
- Greflexive
- Htransitive
- ISAS
- JSSA
- KASA
10Select the method which will prove the triangles congruent, if possible.
- AASA
- BAAS
- CSAS
- DHL
- ENot enough information
11Select the method which will prove the triangles congruent, if possible.
- ASSS
- BSAS
- CASA
- DAAS
- EHL
12Select the method which will prove the triangles congruent, if possible.
- AHL
- BSAS
- CNot enough info
- DSSA
- EASA
13Select the method which will prove the triangles congruent, if possible.
- ASSS
- BSAS
- CNot enough info
- DSSA
- EASA
14Select the method which will prove the triangles congruent, if possible.
- ASAS
- BSSA
- CSSS
- DASA
- EHL
- FNot enough information
15Select the method which will prove the triangles congruent, if possible.
- ANot enough info
- BSSA
- CASA
- DSAS
- EAAS
16Select the method which will prove the triangles congruent, if possible.
- ATriangle PQC
- BTriangle PCQ
- CTriangle QPC
- DTriangle QCP
- ESAS
- FSSS
- GASA
17What additional information is needed to prove triangle congruency by ASA
- AEF≅ST
- BDE≅RS
- CFD≅TR
18Determine which method you would use to prove the two triangles congruent. If none of the methods apply, write NONE.
- AAAS
19Determine which method you would use to prove the two triangles congruent. If none of the methods apply, write NONE.
- ASAS
20Determine which method you would use to prove the two triangles congruent. If none of the methods apply, write NONE.
- AHL
21Determine which method you would use to prove the two triangles congruent. If none of the methods apply, write NONE.
- ASSS
22Determine which method you would use to prove the two triangles congruent. If none of the methods apply, write NONE.
- ANONE
23Determine which method you would use to prove the two triangles congruent. If none of the methods apply, write NONE.
- ASAS
Information
- Description
- Proofs for triangle congruencies
- Author
- Cassidy Paine
- Language
- English
- Views
- 858
- History
- Created on 22 Nov 2016 · updated on 9 Oct 2018
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