InterviewSolution
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InterviewSolution
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The Length Of A Rectangle Exceeds Its Breadth By 6m. Length Of The Rectangle Is Equal To The Side Of A Square Whose Area Is 729 Sq. M. What Is The Perimeter Of The Rectangle? (in M) |
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Answer» Let ‘l’ be the LENGTH, ‘B’ be the breadth of the rectangle. Length of the rectangle =Side of the SQUARE of area 729m2 ∴ Length of the rectangle =27m. A.T.Q. l-b=6 ⇒ b = l - 6 = 21m ⇒ l = 27m Perimeter of the rectangle = 2 (l + b) = 2 (27 + 21) = 96m Let ‘l’ be the length, ‘b’ be the breadth of the rectangle. Length of the rectangle =Side of the square of area 729m2 ∴ Length of the rectangle =27m. A.T.Q. l-b=6 ⇒ b = l - 6 = 21m ⇒ l = 27m Perimeter of the rectangle = 2 (l + b) = 2 (27 + 21) = 96m |
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