1
1
Which theorem/postulate states the triangles below are congruent?
Triangle LMN is congruent to triangle TUV.
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
2
1
Which theorem/postulate states the triangles below are congruent?
Triangle ABC is congruent to triangle DEF.
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
3
1
Which theorem/postulate states the triangles below are congruent?
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
4
1
Which theorem/postulate states the triangles below are congruent?
Triangle WXY is congruent to triangle WZY.
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
5
1
Which theorem/postulate states the triangles below are congruent?
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
6
1
Which theorem/postulate states the triangles below are congruent?
Triangle ABE is congruent to triangle DBC.
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
7
1
Which theorem/postulate states the triangles below are congruent?
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
8
1
Which theorem/postulate states the triangles below are congruent?
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
9
1
Which theorem/postulate states the triangles below are congruent?
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
10
1
Which theorem/postulate states the triangles below are congruent?
Triangle ABC is congruent to triangle DCB.
zoom_in
A SSS
B SAS
C ASA
D AAS
E HL
11
1
What additional congruence must be established to prove triangle JMT is congruent to triangle JMR by HL?
zoom_in
A Angle JTM is congruent to angle JRM
B Angle JMT is a right angle
C Segment TM is congruent to segment RM
D Segment JT is congruent to segment JR
12
1
What additional congruence must be established to prove triangle NOP is congruent to triangle TOS by ASA?
zoom_in
A Segment NO is congruent to segment TO
B Angle NOP is congruent to angle TOS
C Angle P is congruent to angle S
D Angle N is congruent to angle T
13
1
In triangle ABC, segment BD is a median. Which additional condition would not be sufficient to prove that triangle ABD is congruent to triangle CBD?
zoom_in
A Segment AB is congruent to segment CB
B Segment BD is congruent to segment AC
C Segment BD is perpendicular to segment AC
D Angle A is congruent to angle C
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