Respuesta :
I'm assuming you mean the polygon CIRCUMRADIUS
Polygon Area = (radius^2 * n) * sin (360 / n) / 2
Polygon Area = [8^2 * 24] * [sin (360 / 24) / 2]
Polygon Area = 1,536 * sin(15) / 2
Polygon Area = 1,536 * 0.25882 / 2
Polygon Area = 1,536 * 0.12941
Polygon Area = 198.77376 square mm
Polygon Area = (radius^2 * n) * sin (360 / n) / 2
Polygon Area = [8^2 * 24] * [sin (360 / 24) / 2]
Polygon Area = 1,536 * sin(15) / 2
Polygon Area = 1,536 * 0.25882 / 2
Polygon Area = 1,536 * 0.12941
Polygon Area = 198.77376 square mm
In geometry, an icositetragon (or icosikaitetragon) or 24-gon is a twenty-four-sided polygon.
The sum of any icositetragon's interior angles is 3960 degrees.
How to find find the area of the regular 24-gon with radius 8 mm?
Polygon Area = (radius^2 * n) * sin (360 / n) / 2
= [8^2 * 24] * [sin (360 / 24) / 2]
= 1,536 * sin(15) / 2
= 1,536 * 0.25882 / 2
= 1,536 * 0.12941
= 198.77376 square mm.
Learn more about polygons on : https://brainly.com/question/3324906
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