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Lesson Example Discussion Quiz: Class Homework

Quiz In Class

Title: Angles

Grade: 1400-a Lesson: S3-L8

Explanation: Hello Students, time to practice and review. Let us take next 10-15 minutes to solve the ten problems using the Quiz Sheet. Then submit the quiz to get the score. This is a good exercise to check your understanding of the concepts.

Quiz: in Class

Problem Id	Problem	Options
1	In the figure, AC = CD. The measure of angle EBC is 60°, and the measure of angle ACD is 108°. What is the value of x? $1$	A) 92° B) 98° C) 96° D) 94°
2	In the figure shown, points, Q, R, S and T lie on the line segment PV, and line segment RU intersects line segment SX at point W. The measure of ∠SQX is 46°, the measure of ∠SXQ is 85°, the measure of ∠SWU is 86°, and the measure of ∠VTU is 160°. What is the measure, in degrees of ∠TUR? $2$	A) 112° B) 113° C) 132° D) 123°
3	In the figure above, m \\ n. What is the value of x? $3$	A) 184° B) 174° C) 156° D) 164°
4	In the diagram above, AB is parallel to CD. The measure of angle XWR is 65° and the measure of angle Y RZ if 75°. What is the measure of angle CYR? $4$	A) 140° B) 120° C) 160° D) 115°
5	In the figure shown, lines l and m are parallel. What is the value of z? $5$	A) 150° B) 160° C) 140° D) 120°
6	Find the value of x. $6$	A) 12° B) 10° C) 100° D) 16°
7	In the above figure, BD = DF, and triangle ACE is equilateral. If \$\angleCBD\$ is four times CDB, what is the value of \$\angleABF\$? $7$	A) 20° B) 22° C) 21° D) 35°
8	The points B, C, D, E, and F lie on a circle. DAE and CAB are straight lines, and AEB forms an equilateral triangle. Find the value of x. $8$	A) 42 B) 28 C) 24 D) 26
9	The diagram below shows two parallel lines, AB and CD, crossed by a transversal line EF. Find the values of w, x and y. $9$	A) x = 38 y = 48 w = 50 B) x = 48 y = 38 w = 48 C) x = 38 y = 48 w = 48 D) x = 48 y = 48 w = 38
10	In the figure, \$\angle ABE = 140°\$ and \$\angleCBD = 155°\$. What is the measure of \$\angleDBE\$? $10$	A) 110° B) 15° C) 25° D) 115°

Problem Id

Problem

Options

In the figure, AC = CD. The measure of angle EBC is 60°, and the measure of angle ACD is 108°. What is the value of x?

$1$

A) 92°

B) 98°

C) 96°

D) 94°

In the figure shown, points, Q, R, S and T lie on the line segment PV, and line segment RU intersects line segment SX at point W. The measure of ∠SQX is 46°, the measure of ∠SXQ is 85°, the measure of ∠SWU is 86°, and the measure of ∠VTU is 160°. What is the measure, in degrees of ∠TUR?

$2$

A) 112°

B) 113°

C) 132°

D) 123°

In the figure above, m \\ n. What is the value of x?

$3$

A) 184°

B) 174°

C) 156°

D) 164°

In the diagram above, AB is parallel to CD. The measure of angle XWR is 65° and the measure of angle Y RZ if 75°. What is the measure of angle CYR?

$4$

A) 140°

B) 120°

C) 160°

D) 115°

In the figure shown, lines l and m are parallel. What is the value of z?

$5$

A) 150°

B) 160°

C) 140°

D) 120°

Find the value of x.

$6$

A) 12°

B) 10°

C) 100°

D) 16°

In the above figure, BD = DF, and triangle ACE is equilateral. If \$\angleCBD\$ is four times CDB, what is the value of \$\angleABF\$?

$7$

A) 20°

B) 22°

C) 21°

D) 35°

The points B, C, D, E, and F lie on a circle. DAE and CAB are straight lines, and AEB forms an equilateral triangle. Find the value of x.

$8$

A) 42

B) 28

C) 24

D) 26

The diagram below shows two parallel lines, AB and CD, crossed by a transversal line EF. Find the values of w, x and y.

$9$

A) x = 38 y = 48 w = 50

B) x = 48 y = 38 w = 48

C) x = 38 y = 48 w = 48

D) x = 48 y = 48 w = 38

In the figure, \$\angle ABE = 140°\$ and \$\angleCBD = 155°\$. What is the measure of \$\angleDBE\$?

$10$

A) 110°

B) 15°

C) 25°

D) 115°