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Suppose the parallelogram shown has angles defined by the following expressions: angle A = 6x + 19; angle B = 3x - 21; angle C...Asked by Erin
Suppose the parallelogram shown has angles defined by the following expressions: angle A = 6x + 19; angle B = 3x - 21; angle C = 6x + 19; and angle D = 3x - 21? What is the measure of the largest angle?
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Answered by
Steve
What do you know about parallelograms? These questions don't just come out of the blue, you know.
The angles add up to 360°. That is,
6x+19 + 3x-21 + 6x+19 + 3x-21 = 360
18x-4 = 360
x = 20.222°
6x+19 = 140.333
3x-21 = 39.666
The angles add up to 360°. That is,
6x+19 + 3x-21 + 6x+19 + 3x-21 = 360
18x-4 = 360
x = 20.222°
6x+19 = 140.333
3x-21 = 39.666