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This is the App page of ODMO program for Box design optimization.
We want to design a rectangular container with open top to have a volume at least V=
m
^{3}
.
The length of its base is
(a fraction of) the width.
The height of containter is not higher than
m.
The cost of containter base is $
/m
^{2}
.
The cost of containter side is $
/m
^{2}
.
The target is to find the
dimension of container
such that the cost of material for designing the container is minimized.
[CLICK] here to get your solution
Solve Problem
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