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Congruent Triangles
Test Description: Use page 277 in your text.
Instructions: Answer all questions to get your test result.
1) In #1, triangle PYA is congruent to triangle ______
A
PLA
B
ALP
C
PAL
D
LPA
2) In #2, triangle OES is congruent to triangle _____
A
NOE
B
ONE
C
NEO
D
OEN
3) What postulate or theorem can you use to prove the triangles in #3 congruent?
A
ASA
B
SSS
C
not enough information
D
SAS
4) What postulate or theorem can you use to prove the triangles in #4 congruent?
A
SAS
B
HL
C
not enough information
D
SSA
5) What postulate or theorem can you use to prove the triangles in #5 congruent?
A
HL
B
AAS
C
ASA
D
not enough information
6) What postulate or theorem can you use to prove the triangles in #6 congruent?
A
ASA
B
SSS
C
not enough information
D
SAS
7) What postulate or theorem can you use to prove the triangles in #7 congruent?
A
not enough information
B
ASA
C
AAS
D
HL
8) If triangle CEO is congruent to triangle HDF, what side corresponds to FH?
A
HF
B
OC
C
EO
D
CO
9) Find the value of x in problem #9.
A
108
B
60
C
36
D
21
10) In figure #10, name a pair of congruent triangles.
A
CFE and DFE
B
FEC and DEF
C
CEF and DEF
D
CFE and DEF
11) In figure #10, name the postulate or theorem that explains why there are congruent triangles.
A
HL
B
ASA
C
SSS
D
SAS
12) In figure #11, name the triangles that are congruent.
A
triangle RAT and triangle SQT
B
triangle QST and triangle RAT
C
triangle QST and triangle RTA
D
triangle RAT and triangle TSQ
13) In figure #11, name the postulate or theorem that explains why there are congruent triangles.
A
SSS
B
AAS
C
HL
D
SAS
14) In figure #13, name the postulate or theorem that explains why there are congruent triangles.
A
SAS
B
ASA
C
AAS
D
SSS
15) In figure #14, name the postulate or theorem that explains why there are congruent triangles.
A
SSS
B
AAS
C
ASA
D
SAS
*select an answer for all questions
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