A rancher wants to fence in an area of 2500000 square feet in a rectangular field and then divide it in half w?

The length of fence is given by F = 3*w + 2*2500000/w To minimize the length the value of L is determined by solving (dF)/(dW) = 0 = 3 - 5000000/w^2 = 0 = w = sqrt(5000000/3) The length of the fence is 3?(5000000/3) + 5000000/?(5000000/3) = ~7746 feet.

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