Download Angle Side Angle (ASA) Postulate

9/8/2015
Question 1
Answer 1
What postulate states:
“if two angles and the included side
of one triangle are congruent to two
angles and the included side of
another triangle, then the two
triangles are congruent”?
Angle Side Angle (ASA) Postulate
Question 2
Answer 2
Determine if
the triangles
are congruent.
If so, state the
congruence
postulate.
Not enough
information to
determine
congruence.
Question 3
Answer 3
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9/8/2015
Question 4
Answer 4
Luke made a paper airplane. Point M is the
midpoint of segment BC. State the
congruence relation of the two triangles
on the airplane.
Side Side Side (SSS)
Question 5
Answer 5
What does CPCTC
stand for?
Question 6
•Corresponding Parts of
Congruent Triangles are
Congruent
Answer 6
Solve for x.
X = 70.5
39
x
70.5
39
x
70.5
2
9/8/2015
Question 7
Answer 7
Find XQ if MQ = 3x – 3 and
XQ = 2x – 6.
XQ = 4
Question 8
Answer 8
A centroid connects a vertex of
a triangle to the ___________
of the opposite side.
A centroid connects a vertex of
a triangle to the midpoint
of the opposite side.
Question 9
Answer 9
•Vertical Angles
State the
congruence
relation for
3
9/8/2015
Question 10
Answer 10
A midsegment connects the midpoints of two
sides and is ________ to the third side of a
triangle.
A midsegment connects the midpoints of two
sides and is parallel to the third side of a
triangle.
Also ½ of the third side**
Question 11
Answer 11
Name the postulate that states that
these triangles are congruent.
Write the congruence statement.
•SAS Postulate
Question 12
Answer 12
Which of the following is not a triangle
congruence relation?
Which of the following is not a triangle
congruence relation?
AAS
HL
SAS
SSA
SSS
ASA
AAS
HL
SAS
SSA
SSS
ASA
4