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Calculus homework help

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PART D: APPLICATION 12. This open top box will be made from a 30-inch by 60-inch cardboard sheet. Determine the size of square that needs to be cut from each of the corners to maximize the volume of the box. The box needs to be as large as possible so that it can hold the maximum amount of cubes but keep the cost of constructing the boxes at a minimum. Identify the dimensions of the squares that are to be cut from each corner and explain how you know that your box maximizes the volume. 1.. 30 352-08 60—2x 60
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