Find the missing values of the variables.
"y" and the angle whose measure is 116 are supplementary angles because when you add their measures, they make up a straight line and the angle measure for a straight line is 180. So, y + 116 = 180 So, you can get the measure of angle "y". Now, for the quadrilateral, all the angles will add to 360. You now know the measure of 3 of the angles, so you can get the measure of angle "x".
x = 360 - 125 - 72 - y And you know "y" from my first post.
so why is 72 not apart in figuring out what 'y' is when it is on the same line. or is it the measurement of the angle?
My last equation can also be written as : x = 360 - (125 + 72 + y) and it might be better understood that way.
You can't use 72 directly because the angle is formed by the intersection of a different line segment with the horizontal than the line segment intersecting with the horizontal forming "y".
oh ok. Well thank you so much for your help. :D
You're welcome!
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