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Find the value of x in the parallelogram below. A. 102.3° B. 127° C. 53° D. 106°
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Total is = 360 53 + 53 because both sides are the same with the acute angle. 360-106= 252 252/2 = 126 x= 126
I believe that the total degrees of the interior angles of the parallelogram are 360 degrees. To solve this equation, lets put this into an equation: (53 x 2) + (x + x)=360 We know that two x's equal to 2x. |dw:1383010839831:dw| 254/2=127 So the x=127 degrees.
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