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If the measure of an exterior angle of a regular polygon is 24, how many sides does the polygon have?
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exterior angle? Can you draw which one it is?
360/n = 24
n is the number of sides
To do this, we have to remember two things: 1. The exterior angles of a polygon ALWAYS add up to 360 degress 2. A regular polygon's angles are all equal (including exterior) So, every exterior angle is 24 \[n=360/24\] \[n=15\]
How is it then called exterior angle? That is the angle between two adjacent vertices and the center of the polygon.
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i think exterior angle is 180 - interior angle
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