The parameter of a rectangular field and a square field are same if one side of rectangular field is 9 and one side of a square field is 7 and find the area of a rectangular field and the total area of both the fields.
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The parameter of a rectangular field and a square field are same if one side of rectangular field is 9 and one side of a square field is 7 and find the area of a rectangular field and the total area of both the fields.
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Solution
Given :-
Find :-
Explanation
Using Formula
According to question,
==> perimeter of rectangular field = Perimeter of squay
==> 2×(Lenght + Breadth) = 4 × (Side)
==> ( 9 + Breadth) = 2 × 7
==> Breadth = 14 - 9
==> Breadth = 5 unit
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Now, Calculate area
==> Area of square = (Side)²
==> Area of square = 7²
==> Area of square = 49 unut²
Again,
==> Area of rectangular field = (Length × Breadth)
==> Area of rectangular field = 9 × 5
==> Area of rectangular field = 45 units²
Now, Calculate total area,
==> Total both area = Area of square + Atea of rectangular field
==> Total Both area = 49 + 45
==> Total Both Area = 94 unit²
Hence
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