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Find the measure of each minor arc formed by a regular octagon inscribed in a circle? Refer to a regular octagon.

User Tim Bird
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Answer:

C.

Explanation:

Find the measure of each minor arc formed by a regular octagon inscribed in a circle-example-1
User Tbeernot
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Having a polygon inscribed in a circle divides the circle into equal parts, equal to the amount of sides the polygon has. In the case of a regular octagon inscribed in a circle, the circle is divided into 8 equal parts because of this. Since the measure of a whole circle is 360 degrees, an arc formed by an octagon is equal to 360 divided by 8.

Arc = 360 degrees / 8 = 45 degrees.
User Robert Baker
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