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How do you Find the ratio of polygons? - Answers

You cannot because the question is too imprecise.For any regular polygon there are ratios of:number of sides to number of diagonals,number of sides to interior anglenumber of sides to exterior anglenumber of sides to sum of interior anglesnumber of sides to sum of exterior anglesinterior and exterior angleslength of side and arealengths of side and major diagonallength of sides and radius of circumcirclelength of sides and radius of inscribed circleThere are lots more possibilities. Some of these will also apply to irregular polygons but may vary from one case to another. Also, it is possible to have ratios between polygons with different numbers of sides.Thus, the answer depends on what you require and since you have not bothered to share that crucial bit of information, I cannot provide a more useful answer.There are



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How do you Find the ratio of polygons? - Answers

https://math.answers.com/other-math/How_do_you_Find_the_ratio_of_polygons

You cannot because the question is too imprecise.For any regular polygon there are ratios of:number of sides to number of diagonals,number of sides to interior anglenumber of sides to exterior anglenumber of sides to sum of interior anglesnumber of sides to sum of exterior anglesinterior and exterior angleslength of side and arealengths of side and major diagonallength of sides and radius of circumcirclelength of sides and radius of inscribed circleThere are lots more possibilities. Some of these will also apply to irregular polygons but may vary from one case to another. Also, it is possible to have ratios between polygons with different numbers of sides.Thus, the answer depends on what you require and since you have not bothered to share that crucial bit of information, I cannot provide a more useful answer.There are



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https://math.answers.com/other-math/How_do_you_Find_the_ratio_of_polygons

How do you Find the ratio of polygons? - Answers

You cannot because the question is too imprecise.For any regular polygon there are ratios of:number of sides to number of diagonals,number of sides to interior anglenumber of sides to exterior anglenumber of sides to sum of interior anglesnumber of sides to sum of exterior anglesinterior and exterior angleslength of side and arealengths of side and major diagonallength of sides and radius of circumcirclelength of sides and radius of inscribed circleThere are lots more possibilities. Some of these will also apply to irregular polygons but may vary from one case to another. Also, it is possible to have ratios between polygons with different numbers of sides.Thus, the answer depends on what you require and since you have not bothered to share that crucial bit of information, I cannot provide a more useful answer.There are

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      You cannot because the question is too imprecise.For any regular polygon there are ratios of:number of sides to number of diagonals,number of sides to interior anglenumber of sides to exterior anglenumber of sides to sum of interior anglesnumber of sides to sum of exterior anglesinterior and exterior angleslength of side and arealengths of side and major diagonallength of sides and radius of circumcirclelength of sides and radius of inscribed circleThere are lots more possibilities. Some of these will also apply to irregular polygons but may vary from one case to another. Also, it is possible to have ratios between polygons with different numbers of sides.Thus, the answer depends on what you require and since you have not bothered to share that crucial bit of information, I cannot provide a more useful answer.There are

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