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Q. With hindsight, we now know which the decision made by Eric Raffin of the VA not to fail over to the Denver site was the correct one. Explain however, it involved failing to follow established backup procedures. With the information he had at the time, illustrate what other alternatives could he have considered? Develop at least two of them.
Each burger assembler can assemble a burger in 30 seconds. It takes the cashier 6 seconds to collect payment. Illustrate what is the capacity of the hamburger restaurant in customers per minute. Illustrate what is the bottleneck.
Supplier would like to deliver sweatshirts once a week. Explain how much will this cost Co-op per year. Under illustrate what conditions would you agree to supplier's proposal.
Elucidate what is the probability which a random number from the triangular distribution is less than 400. Elucidate what is this probability for the normal distribution.
Illustrate what are the main objectives of work-center scheduling. Illustrate what are the differences among occupation shop, Group Technology cell and flow shop.
Describe the fundamental trade-offs made when deciding to crash a project. If the decision is made to crash, illustrate what additional tradeoffs must be made.
Assuming that 1 worker is required for each activity, prepare a resource-levelled schedule. Illustrate what is maximum number of workers required to finish project on time.
To minimize total cost, explain how many units should be ordered each time an order is placed. If the holding cost per unit was $6 instead of $5, illustrate what would the optimal order quantity be.
Illustrate what are the risks also benefits associated with this approach to IT planning. Provide some examples of each.
Illustrate what information does Flextronic have which its clients do not. Explain how can Flextronic leverage this information. Explain how does IBM manage its suppliers in order to make its pull strategy more effective.
Explain how should Islamic Financier deal with mega projects and illustrate what type of strategy they could apply. Give an instance is in compliance with shariah.
The maximum amount available of the "Other" ingredients is 125 tons. The cement sells for $60 per ton. The organization needs to maximize its profit. Formulate the linear programming problem to maximize the profit.
Illustrate what actions can firms take to ensure which y realize illustrate whatever economies of scale are created by their volume of production.
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