Q3 Module 3 Lesson 1 Assessment
Quiz by Rose Ann Salayon
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- Q1
In ΔFUN, what angle is included between FU and NU?
∠U
∠N
None
∠F
45sM8GE-IIId-1 - Q2
Which among the pairs of triangles are congruent by SAS postulate?
45sM8GE-IIId-1 - Q3
In the given information and figure, what conclusion follows?
Given: In ΔPRA, Y is the midpoint of PA
PYAY
RYRY
RY bisects ∠R
PRAR
45sM8GE-IIId-1 - Q4
In the figure, what is the third pair of corresponding part that must be congruent to prove that the two triangles are congruent by SAA postulate?
EG≅ JG
FG≅ HG
∠E ≅∠J
EF≅ JH
45sM8GE-IIId-1 - Q5
In the figure, what is the third pair of corresponding part that must be congruent to prove that the two triangles are congruent by ASApostulate?
∠E ≅∠J
∠EGF ≅∠JGH
∠F ≅∠H
∠EFG ≅∠JHG
45sM8GE-IIId-1 - Q6
Which congruence postulate /theorem is illustrated in the figure?
SAA
ASA
SSS
SAS
45sM8GE-IIId-1 - Q7
In the figure, MA ≅ TH and ∠x ≅ ∠y, which corresponding parts should be congruent in ΔHTM and ΔATM to illustrate SAS congruence postulate?
MT ≅ TM
MH≅ TA
45sM8GE-IIId-1 - Q8
What triangle congruence postulate/theorem is illustrated in the figure if MA ≅ TH ,∠x ≅ ∠y and ∠1 congruent to ∠ 2?
SAS
ASA
SAA
SSS
45sM8GE-IIId-1 - Q9
Name the additional corresponding parts needed to make the triangles congruent by SSS.
LO ≅ MO
T O≅ PO
LM ≅ PT
LT ≅ PM
45sM8GE-IIId-1 - Q10
What postulate/ theorem is illustrated given the figures of two congruent triangles?
SSS
ASA
SAA
SAS
45sM8GE-IIId-1
