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Based on the following information, which equation could be used to solve for x?

$mangDBC = x$
$mangCBA = 2x$

1. $2x - x = 90$
2. $2x + x = 90$
3. $2x - x = 180$
4. $2x + x = 180$
Which pair of angles are vertical angles?
1. $ang 1 and ang2$
2. $ang 2 and ang3$
3. $ang 5 and ang7$
4. $ang 7 and ang6$
What is the measure of one angle in a regular pentagon?
1. 5 degrees
2. 108 degrees
3. 540 degrees
4. 900 degrees
Two angles whose measures sum to 180?
1. Obtuse Angle
2. Right Angle
3. Exterior Angle
4. Supplementary
5. Interior Angle
6. Complementary
Which pair of angles are adjacent angles?
1. $ang 1 and ang5$
2. $ang 4 and ang1$
3. $ang 6 and ang8$
4. $ang 8 and ang2$
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. $90deg, 135deg, and 30deg$
In the diagram, $ang$DBA is a 90$deg$angle. What type of angles are $ang$ABC and $ang$CBD?