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A chemical firm produces sodium is 100-pounds bags. Demand for this product is 25 tons per day. The capacity to produce the product is 75 tons per day. Setup costs $1500.00 and storage and handling costs are 55 per ton per year. The firm operates 300 days a year.(note: one ton is 2000 pounds) How many bags per run are optimal? What would the average inventory for this. Determine the approximate length of a production run in days. About how many runs per year would there be?
Write down one additional audit question for each category listed in the sample audit in appendix B (which is attached) explain why each question you wrote is important to assessing an organization's ethical performance.
Explain how should your team use dynamic pricing in next two years to increase revenue. Explain how would you communicate your answers to questions #1 also #2 to your fans also ticket buyers.
What percentage of the patients requiring trauma bays end up being sent to another hospital? How many patients are treated in the trauma bays on an average 24 hour day?
Explain how you would convert each of these continuous measures into discrete information by comparing the continuous measure to a threshold value.
Why are mission and vision relevant to the management of internal organizational social networks? What performance standards might reinforce a firm's mission and vision?
The problem deals with discussing the differences between constrain and objective function under linear programming.
A CPA firm has been using subsequent equation to predict annual demand for tax audits. Demand for past few years is shown below. Is forecast performing as well as it may, Explain.
Explain how much power relative to this decision did Mary, Jack also the president of Standard Software possess also illustrate what type of power was it.
Minimal-spanning tree technique and Shortest-route technique
A number of drivers of change have transformed the roles, functions and responsibilities of an operations manager over recent years. These drivers have not only been based on technological innovations but also on the need for organisations to develop..
Determine the number of units that should be manufactured each month on regular time and on overtime to minimize total production and storage costs.
The numbers in parentheses indicate the minutes it takes those activity tp process customers. Elucidate how long does it take the average customer to complete this process. Illustrate what single activity is the bottleneck for the entire process.
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