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A cardboard box without lid must have volume 108m3 let x y

A cardboard box without lid must have volume 108m³. Let x, y, and z denote the box's length, width, and height, respectively. What values of x, y, and z should be chosen to minimize the amount of cardboard used? (Hint: V = xyz, so solve for z in terms of x and y, and then minimize the surface area.)

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