Find the dimensions needed to minimize the amount of material to make an open box with a volume of 48 cubic feet, where length is twice the width.
the equation to calculate the volume is L*W*H=48
let x=width, 2x=length, H=y
the expression becomes x*2x*y=48
simplifying it becomes 2x^2*y=48
The expression cannot be simplified further because it has 2 unknowns. If you can provide more information on the question ill be glad to assist.
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