If a square is inscribed in a circle find the ratio of their areas of the circle and the square
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1
4:3 the ratio
square 3 Circle 4
square 3 Circle 4
Answered by
2
let the radius of circle be x cm
diagonal of square= diameter of circle=2x
side of square =2^1/2×x
so its area=2x^2
and area of circle =pi×x^2
so ratio of their areas =pi×x^2/2x^2
pi/2
Hence ratio of areas is pi:2
diagonal of square= diameter of circle=2x
side of square =2^1/2×x
so its area=2x^2
and area of circle =pi×x^2
so ratio of their areas =pi×x^2/2x^2
pi/2
Hence ratio of areas is pi:2
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