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3) A farmer wants to fence a rectangular area as inexpensively as possible. She builds the fence so that a warehouse makes up one
3) A farmer wants to fence a rectangular area as inexpensively as possible. She builds the fence so that a warehouse makes up one side of the area (so that it doesn't need fencing). Assume that fencing materials cost 10 dollars per linear foot, and that she has 2000 dollars for the project. Find the dimensions of the fence that she should build so that the maximum possible area is enclosed.
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