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How do you find total degrees of polygons? - Answers

Total of interior angles in a polygon = N*180° - 360°, where N is the number of sides. triangle(N=3): total angles = 3*180° - 360°= 540° - 360° = 180° quadrilateral(four sided,N=4): total angles = 4*180° - 360°= 720° - 360° = 360° etc.



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How do you find total degrees of polygons? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_find_total_degrees_of_polygons

Total of interior angles in a polygon = N*180° - 360°, where N is the number of sides. triangle(N=3): total angles = 3*180° - 360°= 540° - 360° = 180° quadrilateral(four sided,N=4): total angles = 4*180° - 360°= 720° - 360° = 360° etc.



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https://math.answers.com/math-and-arithmetic/How_do_you_find_total_degrees_of_polygons

How do you find total degrees of polygons? - Answers

Total of interior angles in a polygon = N*180° - 360°, where N is the number of sides. triangle(N=3): total angles = 3*180° - 360°= 540° - 360° = 180° quadrilateral(four sided,N=4): total angles = 4*180° - 360°= 720° - 360° = 360° etc.

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      Total of interior angles in a polygon = N*180° - 360°, where N is the number of sides. triangle(N=3): total angles = 3*180° - 360°= 540° - 360° = 180° quadrilateral(four sided,N=4): total angles = 4*180° - 360°= 720° - 360° = 360° etc.

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