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    Question

    Find the area of largest square that can be inscribed in

    a circle of radius тАШrтАЩ.
    A r┬▓ Correct Answer Incorrect Answer
    B тИЪ3r┬▓ Correct Answer Incorrect Answer
    C 2r┬▓ Correct Answer Incorrect Answer
    D тИЪ5r┬▓ Correct Answer Incorrect Answer

    Solution

    The largest square that can be inscribed in the circle will have the diameter of the circle as the diagonal of the square. тЗТ Diagonal of the square = 2r тЗТ Side of the square = 2r/тИЪ2 тЗТ Side of the square = тИЪ2r Therefore, area of the square = Side ├Ч Side = тИЪ2r ├Ч тИЪ2r = 2r┬▓

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