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Common Assessment SOL 8.5

Last updated about 3 years ago

7 questions

Instructions

SLO - I can use the relationships among pairs of angles that are vertical angles, adjacent angles, supplementary angles, and complementary angles to determine the measure of unknown angles.  I will have it when I score 71% (5/7) or better on this quiz.

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Question 1

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Question 2

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Question 3

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Question 4

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Question 5

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Question 6

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Question 7

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Lines h and k are parallel. What is the relationship between <5 and <1?

A) Adjacent

B) Complementary

C) Vertical

D) Supplementary

Which term best describes the relationship between <ABC and <DBC

F) corresponding angles

G) vertical angles

H) supplementary angles

J) complementary

<X and <Y are complementary. <X is supplementary to a 126* angle.  What are the measures of <X and <Y?

A) x = 54* / y = 36*

B) x = 36* / y = 54*

C) x = 126* / y = 54*

D) x = 54* / y = 126*

Which pair of angles are adjacent and complementary?

F) Angles 5 and 6

G) Angles 7 and 8

H) Angles 1 and 2

J) Angles 3 and 4

Angle 1 and angle 2 are --

A) adjacent and supplementary angles

B) adjacent and complementary angles

C) complementary and vertical angles

D) supplementary and vertical angles

Which two angles represent complementary angles?

F) <1 and <6

G) <3 and <4

H) <1 and <2

J) <5 and <6

Lines "s" and "t" intersect so that the measure of <1 is 85*. If <2 is a supplement to <1 what is the measure of <2?

A) 95*

B) 100*

C) 5*

D) 90*