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what is a formula for the pattern of the sum of the interior angle measure of any polygon?????????
The sum of the measures of the interior angles of a convex polygon with n sides is (n-2)180 Examples: Triangle or ( '3-gon' ) sum of interior angles: (3-2) 180 = 180° Quadrilateral which has four sides ( ' 4-gon') sum of interior angles: (4-2)180 = 360° Hexagon which has six sides ( '6-gon') sum of interior angles: (6-2)180 = 720°
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