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    The ratio of the length to the breadth of a rectangular field is 7 : 6. If the breadth is 35 m less than the length, then the perimeter of the field i
    Question

    The ratio of the length to the breadth of a rectangular field is 7 : 6. If the breadth is 35 m less than the length, then the perimeter of the field is:

    A.

    910 m

    B.

    930 m

    C.

    940 m

    D.

    920 m

    Correct option is A

    Given:
    The ratio of length to breadth of the rectangular field is 7:6.
    The breadth is 35 m less than the length.
    Formula Used:
    Perimeter of Rectangle = 2 ×\times​ (Length + Breadth)
    Solution:
    Let the length of the rectangular field be 7x and the breadth be 6x
    7x - 6x = 35
    x = 35
    Length = 7x = 7 ×\times​ 35 = 245 m
    Breadth = 6x = 6 ×\times​ 35 = 210 m
    Perimeter = 2 ×\times​ (245 + 210) = 2 ×\times​ 455 = 910 m
    Thus, the perimeter of the field is 910 meters.

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