Statement and Conclusion Practice
Name _________________________
1) If D is between A and C , then AD + DC = AC
2) If the sum of 4 and 7 is 90, then 4 and 7 are complementary.
3) If angle AFB and BFR are adjacent, then share a common vertex and side.
4) If 3 and 9 are a linear pair, then they are 2 adjacent angles whose
noncommon sides form opposite rays.
5) If GH bisects JY at point T , then T is the midpoint
6) If RTI  ITP , then TI is an angle bisector.
7) If 5 and 8 have a sum of 180, then 5 and 8 are supplementary
8) If G is in the interior of HIP , then mHIG  mGIP  mHIP
9) If O is between points D and G , and DO  OG , then O is the midpoint.
10) If TGF and FGP form a linear pair, then 2 adjacent angles whose
noncommon sides form opposite rays.
11) If 4 and 6 are vertical, then 2 nonadjacent angles formed by 2 pairs of
opposite rays.
Use the pictures to make a valid conclusion.
Picture
Conclusion
A
12)
BC is an angle bisector
C
B
D
13)
A
B is the midpoint
B
14)
C
HIJ and JIK form a linear pair
J
H
I
K
Picture
15)
L
Conclusion
N
LMN and PQR are complementary
P
R
38
52
M
16)
Q
mSTU  mUTV  mSTV
S
U
T
V
17)
ZX is an angle bisector
W
X
Y
Z
18)
EF+FG=EG
E
F
G
19)
F
D
DEF and GHI are supplementary
G
56
124
E
I
H
20)
2 and 3 are vertical angles
3
2
21)
JK+KL+LM+MN=JN
J
K
L
M
22)
N
P,Q,R are coplanar
P
Q
R