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- 1. Multiple Choice
Name the Property that the statement illustrates:
If x=y then 3x=3y
multiplication property
addition property
reflexive property
symmetric property
- 2. Multiple Choice
Name the Property that the statement illustrates:
m = m
reflexive property
symmetric property
transitive property
multiplication property
- 3. Multiple Choice
Name the Property that the statement illustrates:
If g=h then h=g
symmetric property
reflexive property
transitive property
subtraction property
- 4. Multiple Choice
Name the Property that the statement illustrates:
If AB=21 and DC=21 then AB=DC
Substitution Property
Reflexive Property
Symmetric Property
Subtraction Property
- 5. Multiple Choice
Name the Property that the statement illustrates:
If KL=OP then OP=KL
Symmetric Property
Reflexive Property
Substitution Property
Transitive Property
- 6. Multiple Choice
Name the Property that the statement illustrates:
If BC=XY and XY=10 then BC=10
Transitive Property
Substitution Property
Reflexive Property
Symmetric Property
- 7. Multiple Choice
Complete the statement using the substitution property:
If DC=10, then DC+FG = ______
10 + FG
10
20
2*FG
- 8. Multiple Choice
Complete the statement using the symmetric property:
If KL=RT then _____
RT=KL
KL=KL
4KL=4RT
KL+C=RT+C
- 9. Multiple Choice
Complete the statement using the addition property:
If AB=CD then AB+EF=_____
CD+EF
AB+CD
CD-AB
AB+EF
- 10. Multiple Choice
Complete the statement using the Multiplication Property:
If AB=CD then 6AB=_____
6CD
6AB
AB6
6+AB
- 11. Multiple Choice
Complete the statement using the subtraction property:
If LM=XY then LM-TY=_____
XY-TY
XY
XY-LM
LM-XY
- 12. Multiple Choice
Complete the statement using the Transitive Property:
If JK=FG and FG=NM then ____
JK=NM
FG=FG
JK+FG=NM+FG
JK-FG=NM-FG
- 13. Multiple Choice
Complete the statement using the Reflexive Property:
∠CDF = _________
∠CDF
90°
∠DCF
180º
- 14. Multiple Choice
Which of the following statements illustrate the Symmetric Property?
If AC=RS then RS=AC
If AD=BC then DA=CB
AB=BA
If AB=LM and LM=RT then AB=RT
- 15. Multiple Choice
Name the property that the statement illustrates:
if ∠L=∠M and ∠M=∠N then ∠L=∠N
Transitive Property
Reflexive Property
Symmetric Property
Substitution Property
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