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optimization problem- An open top box with a sqaure base is to have a volume of 4m^3. Find the dimensions of the box so that is uses the least possible amount of material.
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|dw:1353447027179:dw| So here is what a box will look like if we lay it flat. Does the picture make sense? We're calling the base lengths X, since it's a SQUARE BASE, it has length AND width X. And then it has another unknown dimension, height, which we'll call y.
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