Triangle Inequality & Congruent Triangles Theorems
This will count as DOM # 1: Triangle Congruence. You MUST show your final score to either Ms. A or Ms. MeGahee. If you do not show either of us the score, you will receive a 0! Good luck! You may use your notes / book.
- 1.Which combination of congruent corresponding parts can you not use to prove two triangles congruent?
- A.
SAA
- B.
AAA
- C.
ASA
- D.
SAS
- E.
SSS
- 2.
![Refer to the figure. Complete the congruence statement - ProProfs]( "Refer to the figure. Complete the congruence statement")
Refer to the figure. Complete the congruence statement- A.
Triangle VTU
- B.
Triangle TUV
- C.
Triangle VUT
- D.
Triangle UTV
- 3.Two triangles are necessarily congruent if and only if __________.
- A.
Their corresponding angles are congruent.
- B.
Their corresponding sides and corresponding angles are congruent, and they are rotated to the same position.
- C.
Their corresponding sides and corresponding angles are congruent.
- D.
Two of their sides are congruent.
- 4.by the _______________.
- A.
SAS Postulate
- B.
SSA Postulate
- C.
SSS Postulate
- D.
ASA Postulate
- 5.
![- ProProfs]()
- A.
SAS Postulate
- B.
ASA Postulate
- C.
AAA Postulate
- D.
SSS Postulate
- 6.Which postulate or theorem shows that
- A.
ASA Postulate
- B.
SAS Postulate
- C.
SSS Postulate
- D.
AAS Theorem
- 7.ΔSAM≅ΔRATWhich statement is NOT necessarily true?
- A.
MA = TA
- B.
MS = TR
- C.
- D.
- 8.By which reason can it be proven that triangles DAB and DAC are congruent?
- A.
AAA
- B.
AAS
- C.
SSA
- D.
SSS
- 9.Use the triangle inequality to determine the smallest angle in the figure.∠SCI
- A.
- B.
- C.
- D.
- 10.Which pair of triangles would you use ASA to prove the congruence of the 2 triangles?
- A.
A
- B.
B
- C.
C
- D.
D
- 11.List the sides of the triangle in order from SHORTEST to LONGEST.
- A.
BA, BC, AC
- 12.The shortest side of ΔDEF is ___________.
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