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This printable supports Common Core Mathematics Standard 7.G.B.5

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Finding Vertical Angle Measurements (Grade 7)

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Finding Vertical Angle Measurements

1.
The sum of $ang 1$, $ang 2$, $ang 3$, and $ang 4$ is $180 deg$.
1. True
2. False

2.
The sum of $ang 1$ and $ang 2$ is $180 deg$.
1. True
2. False
3.
Which two angles have the same measurement?
1. $ang1 and ang3$
2. $ang2 and ang3$
3. $ang4 and ang1$
4. $ang2 and ang1$

4.
If $ang4$ measures $=105deg$, then what is the measure of $ang2$?
1. $90deg$
2. $75deg$
3. $105deg$
4. $180deg$
5.
If $ang2$ measures $68deg$, then what is the measure of $ang4$?
1. $180deg$
2. $68deg$
3. $90deg$
4. $112deg$

6.
If $ang3$ measures $105deg$, then what is the measure of $ang4$?
1. $75deg$
2. $85deg$
3. $105deg$
4. $180deg$
7.
The measure of $ang 1$ is $150deg$. What are the measures of $ang4, ang3, and ang2$?
1. $30deg, 150deg, and 30deg$
2. $45deg, 120deg, and 30deg$
3. $60deg, 150deg, and 45deg$
4. $90deg, 135deg, and 30deg$

8.
If $ang1$ measures $=70deg$, then what is the measure of $ang2$?
1. $40deg$
2. $70deg$
3. $110deg$
4. $140deg$
9.
If $ang2 = x$, which equation must be true for $ang3$?
1. $ang3 = x$
2. $ang3 = 180 + x$
3. $ang3 = 180 - x$
4. $ang3 = 360 + x$
5. $ang3 = 360 - x$

10.
If $ang4 = 2x$ and $ang1 = 3x$, then what is the measure of $ang4$?
1. $36deg$
2. $72deg$
3. $108deg$
4. $144deg$
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