Subject

    Quantitative Aptitude

    Topic

    Areas & Volumes

    The length of a rectangle is 10 cm more than the breadth. Find the diagonal length of rectangle if perimeter is 44 cm ?

    ক)
    12.50 cm
    খ)
    14.21 cm
    গ)
    15.98 cm
    ঘ)
    17.08 cm

    Explanation

    Let the length of the rectangle = L cm Then the breadth of the rectangle = (L - 10) cm Perimeter of a rectangle = 2(L + B) cm => 44 = 2(L + L - 10) => 44 = 4L - 20 => 4L = 64 => L = 16 cm => B = L - 10 = 6 cm Diagonal = L2+B2\sqrt{L^2+B^2} = 162+62\sqrt{16^2+6^2} = 17.08 cm

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