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WorksheetsHG 3.1 Congruent figures
Total questions: 15
Worksheet time: 11mins
Given: ΔABC ≅ΔXYZ , BC≅?
BA
XY
YZ
XZ
Given: ΔABC ≅ΔXYZ , ∠ Y ≅?
∠A
∠ B
∠ C
Can't be determined
Given: ΔABC ≅ΔXYZ . Is ΔYZX ≅ΔCBA?
Yes
No
Can't be determined
Given: ΔCAT ≅ΔDOG, TC≅?
AT
OG
GD
∠A
OLAF≅SVEN, ∠V ≅?
∠L
∠N
∠A
LA
PM≅PM by what property?
Subtraction Property
Transitive Property
Substitution Property
Reflexive Property
∠SEM≅∠PET by what reason?
Reflexive Property
Vertical angles are congruent
If two angles have the same measure, then they are congruent
Rotation Property
Which congruency statement is correct for this diagram?
ΔPUM≅ΔPMK
ΔPUM≅ΔPKM
ΔUPM≅ΔPKM
ΔUMK≅ΔUPK
If given M is the midpoint of UK , what conclusion can you make?
UM≅KM
PU≅PK
∠PMU≅∠PMK
No conclusion can be drawn
Why is SP≅MT ?
Subtraction Property
Addition Property
Multiplication Property
Division Property
∠UDK≅∠IDN by what reason?
Vertical angles are congruent
Identity
Reflexive Property
Addition Property
Given: ΔPET≅ΔCAT, ∠T≅?
∠T
∠P
∠E
∠A
Given: SM ⊥ MT and TP ⊥ MT, what do we know about ∠M and ∠T ?
They are complementary.
They are right angles.
They are supplementary.
They are vertical angles.
If ΔPUM ≅ ΔPKM, then they are an example of a ___________.
Reflection
Rotation
Translation
Pirate
If ΔSEM ≅ΔPET, then it is an example of a _________.
Reflection
Rotation
Translation
Pumpkin
