A rectangular garden is surrounded on its outside by 2m broad path. if area of the path is 464 square metres then what is the perimeter of the garden and 462
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Answer:
A rectangular garden is surrounded on its outside by 2 m broad path. If area of the path is 464 square meter, then what is the perimeter of the garden?
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Consider the length and breadth of the garden be l and b respectively.
Since, it is surrounded by 2m wide path, the length and breadth of the larger rectangle (including path) becomes (l+4) and (b+4) respectively.
Now, we know area of path will be
Area of larger rectangle - area of smaller rectangle = 464 ( according to question)
So, (l+4) (b+4) - lb = 464
=> lb +4l + 4b + 16 - lb = 464
=> l +b = 112
Since, perimeter of rectangle is 2(l+b)
So, 2×112 = 224. Your answer.
Answer:
Step-by-step explanation:
Consider the length and breadth of the garden be l and b respectively.
Since, it is surrounded by 2m wide path, the length and breadth of the larger rectangle (including path) becomes (l+4) and (b+4) respectively.
Now, we know area of path will be
Area of larger rectangle - area of smaller rectangle = 464 ( according to question)
So, (l+4) (b+4) - lb = 464
=> lb +4l + 4b + 16 - lb = 464
=> l +b = 112
Since, perimeter of rectangle is 2(l+b)
So, 2×112 = 224. Your answer.
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