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A circle is inscribed in a square whose length of the diagonal is 12√2 cm. An equilateral tri angle is inscribed in that circle. The length of the side of the triangle is

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  1. Explanation:

    Diameter of circle

    =Diagonal\√2=12√2\√2=12cm

    Radius of circle=12\2=6cm

    Radius of circumcircle of equilateral β–³

    =a\√3

    β‡’a=RaidusΓ—βˆš3=6√3cm

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