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Fencing with the length of
meters surrounds two identical playing fields with a common side. The fields can be side by side and separated by a fence, as shown in the figure. Find the dimensions and the maximum area of each field.
The larger dimension of each field is ______
The largest area that 600 meters of fencing can enclose is a square with each side being 150 meters long.
To have this square enclose two identical playing fields, each field should have dimensions 75m by 150m.
Since I don't know what is contained in the figure, I don't know if there are any other restrictions upon the fields.
A square is the rectangular area that contains the most area for any given perimeter.
If you can create a circle, a circle would contain the most area for any given perimeter.