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This is the app page of ODMO program for Maximizing the profit for producing allocation
A company produces \(x\) quantity of one product and \(y\) of another. The profit on the two items (denoted by 1 and 2) are
and
dollars in turn. Item 1 requires
hour by facility A to produce while it takes facility B
hours to produce one item 1. Additionally, facility B can produce one item 1 or 2 in
and
hours, respectively. Total number of hours per week for factories is
and
.
How to maximize profit by allocating the optimal number of products to suitable facilities?
[CLICK] here to solve the optimization problem
Solve Problem
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