What is the ratio of areas of circumcircle and incircle of an equilateral triangle?
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For any Equilateral Triangle
The radius of Incircle = (Side/ 2√3)
The radius of Circumcircle = (Side/ √3)
Ratio of areas=[(Side/ √3)]^2/[(Side/2 √3)]^2
=(1/3)/(1/4*3)=1:4
The radius of Incircle = (Side/ 2√3)
The radius of Circumcircle = (Side/ √3)
Ratio of areas=[(Side/ √3)]^2/[(Side/2 √3)]^2
=(1/3)/(1/4*3)=1:4
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