B. A shipping container in the shape of a rectangular solid must have a volume of 351 m3. The client tells the manufacturer that because of the contents, the length of the container must be 4 m longer than the width, and the height must be 1/3 of the width. What should the dimensions of the container be? = width = length = height 1-3. Let hoihtlos 4. Formula of the volume of the rectangular solid is: A = 5. Form an equation: 6-8. Perform the operation: maidcrg e 9-11. Solve for the roots :(use synthetic division) 9] 12-13. Find the other roots by factoring the new equation: = 0 = 0 and and x = 14-15. Find the length and height using the chosen value of the width on the above (width) Length = roots: and Height = %3D %3D

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter9: Surfaces And Solids
Section9.2: Pyramids, Area, And Volume
Problem 33E
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B. A shipping container in the shape of a rectangular solid must have a volume of 351
m3. The client tells the manufacturer that because of the contents, the length of the
container must be 4 m longer than the width, and the height must be 1/3 of the width.
What should the dimensions of the container be?
= width
= length
= height
1-3. Let
%3D
4. Formula of the volume of the rectangular solid is: A =
5. Form an equation:
6-8. Perform the operation:
ego12
%3D
eaneu
9-11. Solve for the roots :(use synthetic division)
9]
12-13. Find the other roots by factoring the new equation:
= 0
= 0 and
and x =
14-15. Find the length and height using the chosen value of the width on the above
roots:
(width)
and Height =
Length
lanher=
%3D
%3D
%3D
Transcribed Image Text:B. A shipping container in the shape of a rectangular solid must have a volume of 351 m3. The client tells the manufacturer that because of the contents, the length of the container must be 4 m longer than the width, and the height must be 1/3 of the width. What should the dimensions of the container be? = width = length = height 1-3. Let %3D 4. Formula of the volume of the rectangular solid is: A = 5. Form an equation: 6-8. Perform the operation: ego12 %3D eaneu 9-11. Solve for the roots :(use synthetic division) 9] 12-13. Find the other roots by factoring the new equation: = 0 = 0 and and x = 14-15. Find the length and height using the chosen value of the width on the above roots: (width) and Height = Length lanher= %3D %3D %3D
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