Finding Angle Measures with Parallel Lines
Find the following angle measures, with the given that the horzontal lines are parallel.
If the measure of angle 1 is 40 degrees, what are the measures of the rest of the angles?
- $m\angle{2}=140$
- $m\angle{3}=140$
- $m\angle{4}=40$
- $m\angle{5}=40$
- $m\angle{6}=140$
- $m\angle{7}=140$
- $m\angle{8}=40$
If the measure of angle 7 is 105 degrees, what are the measures of the rest of the angles?
- $m\angle{1}=75$
- $m\angle{2}=105$
- $m\angle{3}=105$
- $m\angle{4}=75$
- $m\angle{5}=75$
- $m\angle{6}=105$
- $m\angle{8}=75$
If the measure of angle 10 is 85 degrees and the measure of angle 9 is 110, what are the measures of the rest of the angles?
- $m\angle{1}=15$
- $m\angle{2}=165$
- $m\angle{3}=165$
- $m\angle{4}=15$
- $m\angle{5}=15$
- $m\angle{6}=165$
- $m\angle{7}=165$
- $m\angle{8}=15$