B: A box with an open top is to be constructed from a 36 cm by 54 cm rectangular piece of cardboard by cutting out squares or rectangles from each of the four corners, as shown in the figure, and bending up the sides. One of the shorter sides of the box is to have a double layer of cardboard, which is obtained by folding the side twice. Find the largest volume that such a box can have. 2x (A) 5184 cm (B) 5258 cm2 (C) 5036 cm2 (D) 5110 cm² (E) 5295 cm (F) 5073 cm2 (G) 5147 cm2 (H) 5221 cm?

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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B: A box with an open top is to be constructed from a 36 cm by 54 cm rectangular piece of cardboard by cutting out
squares or rectangles from each of the four corners, as shown in the figure, and bending up the sides. One of the
shorter sides of the box is to have a double layer of cardboard, which is obtained by folding the side twice. Find
the largest volume that such a box can have.
2x
(A) 5184 cm (B) 5258 cm2 (C) 5036 cm2 (D) 5110 cm² (E) 5295 cm (F) 5073 cm2 (G) 5147 cm2
(H) 5221 cm?
Transcribed Image Text:B: A box with an open top is to be constructed from a 36 cm by 54 cm rectangular piece of cardboard by cutting out squares or rectangles from each of the four corners, as shown in the figure, and bending up the sides. One of the shorter sides of the box is to have a double layer of cardboard, which is obtained by folding the side twice. Find the largest volume that such a box can have. 2x (A) 5184 cm (B) 5258 cm2 (C) 5036 cm2 (D) 5110 cm² (E) 5295 cm (F) 5073 cm2 (G) 5147 cm2 (H) 5221 cm?
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