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Demand for product in month 1 is 220,month 2 is 340, month 3 is 260.
The company can produce 250 in a month at $100 each. The company can purchase 250 cases over the entire 3 month period at a cost of $150 each. Or demand can be filled from on hand inventory. The carrying cost is $20 per product per month. Inventory on hand at beginning of month 1 is 25. Develop an algebraic formulation of the production planning problem.
What are some effective ways companies are motivating employees for (retention and best return). Will rate accordingly. Thanks
Balance the line using the longest task time based on the 1,000 unit forecast, stating which tasks would be done in each workstation.
As a business employer, explain how nontraditional work schedules might make it easier for you to recruit employees.
Identify how each approach informs or impacts life, particularly as you prepare for your senior years. Discuss benefits (pros) also shortcomings (cons) of each perspective. Identify which perspective helps you to make choices as you move toward your ..
What is the best production order quantity? in units. How many days is a required production run?
a) What is the economic order quantity for each supplier? b) What quantity should be ordered, and which supplier should be used? c) what is the total cost for the most economic order size? d) what factor(s) should be considered besides total cost?
the overall average on a process you are attempting to monitor is 50 units. the process standard deviation is 1.72. Determine the upper and lower control limits for a mean chart, if you choose to use a sample size of 5.
Calculate the single exponential smoothing forecast for these data using an ? of 0.30 and an initial forecast ( F 1 ) of 36.
How effective were the risk management tools and techniques used in the project and how effective were the policies and procedures used in the project?
She must be able to pay cash for all corn at the time of purchase. Use linear programming to decide explain how Alexis can maximize her cash on hand at the end of April.
Write generalized form of transportation problem as LP problem. Also explain how to solve degeneracy in transportation problem.
Come up with two examples of such markets, and explain why the firms in those markets may feel they have no control over price.
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