Finding Vertical Angle Measurements (Grade 7)
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Finding Vertical Angle Measurements
1.
The sum of [math]ang 1[/math], [math]ang 2[/math], [math]ang 3[/math], and [math]ang 4[/math] is [math]180 deg[/math].

- True
- False
2.
The sum of [math]ang 1[/math] and [math]ang 2[/math] is [math]180 deg[/math].

- True
- False
3.
Which two angles have the same measurement?

- [math]ang1 and ang3[/math]
- [math]ang2 and ang3[/math]
- [math]ang4 and ang1[/math]
- [math]ang2 and ang1[/math]
4.
If [math]ang4[/math] measures [math]105deg[/math], then what is the measure of [math]ang2[/math]?

- [math]90deg[/math]
- [math]75deg[/math]
- [math]105deg[/math]
- [math]180deg[/math]
5.
If [math]ang2[/math] measures [math]68deg[/math], then what is the measure of [math]ang4[/math]?

- [math]180deg[/math]
- [math]68deg[/math]
- [math]90deg[/math]
- [math]112deg[/math]
6.
If [math]ang3[/math] measures [math]105deg[/math], then what is the measure of [math]ang4[/math]?

- [math]75deg[/math]
- [math]85deg[/math]
- [math]105deg[/math]
- [math]180deg[/math]
7.
The measure of [math]ang 1 [/math] is [math]150deg[/math]. What are the measures of [math]ang4, ang3, and ang2[/math]?

- [math]30deg, 150deg, 30deg[/math]
- [math]45deg, 120deg, 30deg[/math]
- [math]60deg, 150deg, 45deg[/math]
- [math]90deg, 135deg, 30deg[/math]
8.
If [math]ang1[/math] measures [math]=70deg[/math], then what is the measure of [math]ang2[/math]?

- [math]40deg[/math]
- [math]70deg[/math]
- [math]110deg[/math]
- [math]140deg[/math]
9.
If [math]ang2 = x[/math], which equation must be true for [math]ang3[/math]?

- [math]ang3 = x[/math]
- [math]ang3 = 180 + x[/math]
- [math]ang3 = 180 - x[/math]
- [math]ang3 = 360 + x[/math]
- [math]ang3 = 360 - x[/math]
10.
If [math]ang4 = 2x[/math] and [math]ang1 = 3x [/math], then what is the measure of [math]ang4[/math]?

- [math]36deg[/math]
- [math]72deg[/math]
- [math]108deg[/math]
- [math]144deg[/math]
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