
Math 8 4th Qtr. Summative Test
Quiz by Osmundo Siapian
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- Q1
Which of the following statement/s is/are ALWAYS true when parallel lines are cut by a transversal?
i. Alternate exterior angles are congruent.
ii. Same side interior angles of a transversal form a linear pair.
iii. Corresponding angles have equal measurement.
I only
I and III
I and II
All are true.
60s - Q2
Which of the following inequality statements shows the correct relationship of ∠31° and ∠89° ?
∠31°>∠89°
∠31°<∠89°
∠89°<∠31°
∠31°=∠89°
60s - Q3
What is the inequality statement which represent the remote interior angle of a triangle with measure of 60° and an exterior angle ∠𝐸?
∠60°<∠𝐸
∠𝐸<∠60°
∠60°>∠𝐸
∠60°=∠𝐸
60s - Q4
In Δ𝐴𝐵𝐶, the exterior ∠𝑋 is supplementary to interior ∠𝐶. Which of the following inequality statements is true?
∠𝐴>∠𝑋
∠𝐴<∠𝑋
∠𝐶>∠𝑋
∠𝐵>∠𝑋
60s - Q5
With the given figure, which statement is correct?
YZ > FG
XY > EF
XZ > EG
∠G > ∠Z
60s - Q6
Based from the given figure, which of the following inequality statements is true?
∠D < ∠U
∠D > ∠U
∠N < ∠O
∠O < ∠S
60s - Q7
Which statement is correct based on the given figures below?
BG < SL
SL < BG
BI < SM
ML < IG
60s - Q8
Given the two triangles, which of the following inequality statements is true?
∠E < ∠I
∠L < ∠A
∠E > ∠I
∠L < ∠B
60s - Q9
In the triangles below, which correctly describes the value of X?
x > AC
x > AD
x > BC
x > AB
60s - Q10
Given the figure, find the value of X.
x < 98°
x = 92°
x > 98°
x = 98°
60s - Q11
In the given figure. Which inequality statement is true?
∠D > ∠U
∠U > ∠D
∠A > ∠S
∠S > ∠A
60s - Q12
Which inequality statement is correct based on the given figures below?
60s - Q13
A triangle has a remote interior ∠ 45° and an exterior angle ∠ L, what inequality statement represents the relationship between the two angles?
∠45° < ∠L
∠L < ∠45°
∠45° = ∠L
∠45° > ∠L
60s - Q14
Given the 2 sides of a triangle with measures of 1km, 9km. Which of the lengths can be used to form a triangle?
10km
8km
9km
6km
60s - Q15
ΔBCD has the following sides, DB = 4, CB = 5 and DC = 6. Which is the largest angle in the ΔBCD?
∠B
∠A
∠C
∠D
60s