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The frame for a shipping crate is to be constructed from 48 feet of 2by2 lumber. The base is a square. It is a rectangle. The box lays the long lays o

The frame for a shipping crate is to be constructed from 48 feet of 2by2 lumber. The base is a square. It is a rectangle. The box lays the long lays one of the long sides. A. Find an equation for for H in terms of X. B. Find an equation V(x) for the total area in terms of X. C.Give the meaningful domain of X. D. Find the dimensions of a crate that has a volume of 50 cubic inches. There are two possible answers find both. E. There is a third possible answer, but it is outside the meaningful domain of the function, give that value. F. Find the dimensions and volume of the largest possible crate that can be constructed. Include units.

or:The frame for a shipping crate is to be constructed from 48 feet of 2by2 lumber. The base is a square. It is a rectangle. The box lays the long lays one of the long sides. A. Find an equation for for H in terms of X. B. Find an equation V(x) for the total area in terms of X. C.Give the meaningful domain of X. D. Find the dimensions of a crate that has a volume of 50 cubic inches. There are two possible answers find both. E. There is a third possible answer, but it is outside the meaningful domain of the function, give that value. F. Find the dimensions and volume of the largest possible crate that can be constructed. Include units.

or:You have to describe \"frame\" well enough to indicate a particular answer. For instance, joints at the corners might be defined several ways; \"2x2 lumber\" may or may not be 2 inches by 2 inches; you have to say what \"H\

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