Find the measure of each exterior angle of the regular polygon.
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here is the answer, if its wrong dont be afraid to correct me
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Step-by-step explanation:
we have dodecagon with 12 sides
and since its a regular size we know that all sides and angles are equal
so now for the interior angles we have
1800°÷12 = 150° each
all the lines overlap and and extend as a straight line thus, every straight line = 180°, so let x be the exterior angle.
Now we have 150+x= 180
x= 180-150= 30
all the exterior angles are 30° each
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