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A Box Is to Be Constructed Out of 196 Square

Question 90

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A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box.


A) A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft
B) A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft
C) A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft
D) A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft, A box is to be constructed out of 196 square feet of material. Suppose the bottom of the box must be reinforced by doubling up the material (essentially, there are two bottoms of the box) . Find the dimensions l, w, and h that maximizes the volume of the box. A) ft, ft, ft B) ft, ft, ft C) ft, ft, ft D) ft, ft, ft ft

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