Drum Tight Containers is designing an open$-$top, square$-$based, rectangular box that will have a volume of $1098\mathrm{.}5i{n}^3.$ What dimensions will minimize surface area? What is the minimum surface area?

What are the dimensions of the box?

The length of one side of the base is $$

$$

The height of the box is $$

$$

The minimum surface area of the box is $$

$$

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