Tf a square is inscribed in a circle, find the ratio of the area of the circle and the square
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Let square of side =2a
Area of Circle having Radius 'a' is given as = πa^2
Area of Square of side '2a' = 4a^2
ratio A(c):A(s)
= πa^2:4a^2
= π::4 is the answer
Oh sorry,,,this is solution of Circle Inscribed in Square,,,,,
Area of Circle having Radius 'a' is given as = πa^2
Area of Square of side '2a' = 4a^2
ratio A(c):A(s)
= πa^2:4a^2
= π::4 is the answer
Oh sorry,,,this is solution of Circle Inscribed in Square,,,,,
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