Hi! In need of help, please show work thank you An x by x square is cut from each cornerof a rectangular sheet of cardboard thatis 8 inches wide and 11 inches long. Thesides are then folded up to form a box.Therefore, the volume function for thebox is V(x) = x(8-2x)(11-2x). Use thegraph of this function to find the value ofx that maximizes the volume of the box,to the nearest tenth.

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.An x by x square is cut from each corne of a rectangular sheet of cardboard tha is 8 inches wide and 11 inches long. Th sides are then folded up to form a box. Therefore, the volume function for the box is V(x)= x(8-2x)(11-2x). Use th graph of this function to find the value c x that maximizes the volume of the box to the nearest tenth.

.An x by x square is cut from each corne of a rectangular sheet of cardboard tha is 8 inches wide and 11 inches long. Th sides are then folded up to form a box. Therefore, the volume function for the box is V(x)= x(8-2x)(11-2x). Use th graph of this function to find the value c x that maximizes the volume of the box to the nearest tenth.

Algebra for College Students

10th Edition

ISBN:9781285195780

Author:Jerome E. Kaufmann, Karen L. Schwitters

Publisher:Jerome E. Kaufmann, Karen L. Schwitters

Chapter9: Polynomial And Rational Functions

Section9.4: Graphing Polynomial Functions

Problem 43PS

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