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Derivative of natural logarithm: A rectangular garden is to be constructed against the side of garage. The gardener has100 feet of fencing, and will construct a three sided fence; the side of the garage will form the 4th side. what dimensions will give the garden of greatest area?.
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What the hell deas it have to do with natural logarithm? Anyways, the rectangle with the maximum area is the square, its very intuitive if you draw the rectangle as a bunch of squares.
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