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A rectangular plot of farmland will be bounded on one side by a river and on the other three sides by a​ single-strand electric fence. With 19001900 m of wire at your​ disposal, what is the largest area you can​ enclose, and what are its​ dimensions?

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I'm fairly certain that using that wire you can have the same area no matter what dimensions there are, but if you do the square root, or [tex] \sqrt{} [/tex] of 19,001,900 then you get 4359.11688. So your dimensions are 4359.11688 x 4359.11688. To get area, do length x width to get [tex]1.9*1 0^{7} [/tex].

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