Four of the interior angles of a hexagon measure 92°, 100°, 94°, and 140°. The remaining two angles each measure (x−32)°. What is the value of x? Justify your response.
The sum of all interior angle measures is 720°, so each angle measuring (x−32)° has a measure of 147°. Thus, (x−32)°=147°, and so x=179.
The sum of all interior angle measure is 540°, so each angle measuring (x−32)° has a measure of 123°. Thus, (x−32)°=123°, and so x=155.
The sum of all interior angle measure is 540°, so each angle measuring (x−32)° has a measure of 246°. Thus, (x−32)°=246°, and so x=275.
The sum of all interior angle measure is 720°, so each angle measuring (x−32)° has a measure of 294°. Thus, (x−32)°=294°, and so x=326.
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The sum of all interior angle measure is 720°,so each angel measuring (x-32) °has a measure of 294°.Thus,(x-32)°=294°,and so x=426
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