Please answer no. 10 side. Find the dimensions of the box that will give the maximum volume.9 A copper sheet with 16 cm by 16 cm dimension has to be made as a square boxwith no top cover. Squaue corners should have cut outs to enable folding of every32A. Iand w =3.cm, height = 8/3cm416B. I and w =.cm, height3cmC. I and w = cm, height = 5/3cmcm, height 2/3cmD. I and w =10. A carton board with 50 in by 50 in dimensiorn has to be made as a soauare bowith no top cover. Square corners should have cut outs to enable folding ofevery side. Find the dimensions of the box that will give the maximum volume.105A. and w =3.cm, height = 24/3cm99B. I and w =cm, height = 23/3cm100C. Land wcm, height = 25/3cm3110D. I and w =cn, height 22/3cm

Answered: Image /qna-images/answer/dec69e26-8ab4-4a1c-b75e-3f9e77a74b99.jpg

de as a square box with no top cover. Squaue corners should have cut outs to enable folding of every side. Find the dimensions of the box that will give the maximum volume. 9 A copper sheet with 16 cm by 16 cm dimensio! 32 %3D A. l and w =cm, height = 8/3cm 4 16 B. I and w = cm, height 3cm 7. C. I and w = cm, height = 5/3cm cm, height = 2/3cm 3. 11 D. I and w =

de as a square box with no top cover. Squaue corners should have cut outs to enable folding of every side. Find the dimensions of the box that will give the maximum volume. 9 A copper sheet with 16 cm by 16 cm dimensio! 32 %3D A. l and w =cm, height = 8/3cm 4 16 B. I and w = cm, height 3cm 7. C. I and w = cm, height = 5/3cm cm, height = 2/3cm 3. 11 D. I and w =

Algebra: Structure And Method, Book 1

(REV)00th Edition

ISBN:9780395977224

Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole

Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole

Chapter4: Polynomials

Section: Chapter Questions

Problem 40CLR

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