The lines CD and EF in the image are not parallel for the given angle measures
<h3>How to determine if the lines are parallel for the given
angle measures?</h3>
<u>Question #9</u>
The measures of the angles are given as:
BPG = 139
GPC = 95
BQF = 110
As a general rule, the co-interior angles between a parallel, when added have a sum of 180 because they are supplementary angles.
This means that, at least 2 of the given angles must add up to 180.
So, we have:
139 + 95 = 234
139 + 110 = 249
95 + 110 = 205
None of the angles add up to 180.
Hence, the lines CD and EF in the image are not parallel for the given angle measures
<u>Question #10</u>
The measures of the angles are given as:
BPD = 35
APG = 115
EQA = 35
As a general rule, the co-interior angles between a parallel, when added have a sum of 180 because they are supplementary angles.
This means that, at least 2 of the given angles must add up to 180.
So, we have:
35 + 115 = 150
35 + 115 = 150
35 + 35 = 70
None of the angles add up to 180.
Hence, the lines CD and EF in the image are not parallel for the given angle measures
Read more about parallel lines at:
brainly.com/question/24607467
#SPJ1
