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Q. There is no length requirement for these questions. Elucidate how does technology transform information in P/OM? Does technology play a role in job design?
Q. Explain why people are most important organizational resource, define their information also technology literacy challenges, and also discuss their ethical responsibilities.
Announce of oats prices $0.05 also an ounce of rice prices$0.03. Formulate a linear programming model for this problem also Find out the optimal solution using graphical.
What do you think of a specific upper-level management position where you would make mainly programmed decisions.
The jobs that consist of multiple operation, what states the sequence in which those operations must be performed?
Illustrate what are other non-law enforcement organizations that we look to for protection? Explain how do they also "protect and serve" and explain how do they differ from law enforcement AND private security.
The freezing point of 20.024 grams of distilled water was determined by recording a thermo gram. 1.006g of an unknown, no electrolyte compound was added to the water also a second thermo gram was recorded to determine the freezing point of the sol..
illustrate at what center of gravity coordinates should the new store be located. Census tracts 103 and 105 are each projected to grow by 20% in the next year. Explain how will this influence the new store's coordinates.
Illustrate what is the maximum number of flower pots which are held in inventory in a given ordering cycle. Depend on info below.
Classify characteristics that seem to be unique to Caterpillar and make their system successful. Explain how these unique characteristics contribute to success of Caterpillar.
One of the objectives of facility location analysis is to select a site with the lowest total price. Which of the subsequent prices should not be included in the analysis.
Some cases may be life-threatening, while others are inconsequential. Elucidate how the basic dispatch rules fall short in this situation?
Formulate linear programming model for this problem. Mention the objective function (minimize or maximize) and all model constraints. Solve this model graphically. Identify the following: each constraint line, feasible solution area, x1, x2 and Z..
Assume a software producer is about to release a new version of its popular software. Illustrate what information do you think it would take into account in forecasting initial sales.
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