If a square is inscribed in a circle such that the vertices touch the circumference of circle then what will be the ratio of the areas of the circle and square ?
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Answer:
π : 2
Step-by-step explanation:
here area of circle = πr^2
, area of square inscribed in it = (2r/√2) ^2
now, πr^2/(2r/√2) ^2
, π : 2
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