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There are infinitely many possible rectangular shapes with an area of 6004 sq ft.
Let L be any length greater than sqrt(6004) ft
and let W = 6004/L
Then for each different value of L, there is a different rectangle that is L feet * W feet and its area will be L*W = L*6004/L = 6004 sq feet.
And that assumes the area is in the shape of a rectangle. It could be circular, or an ellipse, a triangle, or other polygon or even a random shape!
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