Angles, Angle Pairs, Parallel and Perpendicular Lines

Angles, Angle Pairs, Parallel and Perpendicular Lines

Assessment

Assessment

Created by

S Suga

Mathematics

9th - 11th Grade

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15 questions

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1.

Multiple Choice

30 sec

1 pt

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What does this represent?

slope of angle ABC

angle ABC

measure of angle ABC

measure of arc ABC

2.

Multiple Choice

30 sec

1 pt

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Which of the following would NOT be a valid name for the angle shown

ABC\angle ABC

A\angle A

BAC\angle BAC

CAB\angle CAB

3.

Multiple Choice

30 sec

1 pt

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What do the red arcs mean in the diagram

JFKHJK\angle JFK\cong\angle HJK

mFJH=mHJKm\angle FJH=m\angle HJK

Both mFJH=mHJK and FJHHJKm\angle FJH=m\angle HJK\ and\ \angle FJH\cong\angle HJK

mKJH=2(mKJF)m\angle KJH=2\left(m\angle KJF\right)

4.

Multiple Choice

30 sec

1 pt

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 JH \overrightarrow{JH}\   is an angle bisector, so which of the following statements is true?

 mKJH=12(mKJF)m\angle KJH=\frac{1}{2}\left(m\angle KJF\right)  

 mKJH=12(mHJF)m\angle KJH=\frac{1}{2}\left(m\angle HJF\right)  

 mKJH=2(mHJF)m\angle KJH=2\left(m\angle HJF\right)  

 mKJH=2(mKJF)m\angle KJH=2\left(m\angle KJF\right)  

5.

Fill in the Blank

1 min

1 pt

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Which angle is the compliment to

 JFG\angle JFG  ? (Use the three letter designation only, no "angle symbol" or "angle" is needed)

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