9. A copper sheet with 16 cm by 16 cm dimension has to be made as a square box with no top cover. Square corners should have cut outs to enable folding of every side. Find the dimensions of the box that will give the maximum volume. A. I and w = cm, height = 8/3cm B. I and w =cm, height =- 3 16 Зст C. I and w =- cm,height = 5/3cm 11 D. land w = cm, height = 2/3cm

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Chapter1: Functions And Models
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9. A copper sheet with 16 cm by 16 cm dimension has to be made as a square box
with no top cover. Square corners should have cut outs to enable folding of every
side. Find the dimensions of the box that will give the maximum volume.
32
A. I and w = cm, height = 8/3cm
B. I and w =
C. I and w =- cm,height = 5/3cm
D. I and w = cm, height = 2/3cm
ст,
3
16
cm, height =-
3
Зст
10. A carton board with 50 in by 50 in dimension has to be made as a square box
with no top cover. Square corners should have cut outs to enable folding of
every side. Find the dimensions of the box that will give the maximum volume.
105
A. I and w = cm, height = 24/3cm
B. I and w =" cm, height = 23/3cm
3
99
3
100
C. I and w =
cm, height = 25/3cm
3
110
D. I and w =
3
cm, height = 22/3cm
Transcribed Image Text:9. A copper sheet with 16 cm by 16 cm dimension has to be made as a square box with no top cover. Square corners should have cut outs to enable folding of every side. Find the dimensions of the box that will give the maximum volume. 32 A. I and w = cm, height = 8/3cm B. I and w = C. I and w =- cm,height = 5/3cm D. I and w = cm, height = 2/3cm ст, 3 16 cm, height =- 3 Зст 10. A carton board with 50 in by 50 in dimension has to be made as a square box with no top cover. Square corners should have cut outs to enable folding of every side. Find the dimensions of the box that will give the maximum volume. 105 A. I and w = cm, height = 24/3cm B. I and w =" cm, height = 23/3cm 3 99 3 100 C. I and w = cm, height = 25/3cm 3 110 D. I and w = 3 cm, height = 22/3cm
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