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Chemlabs uses raw materials I and II to produce two domestic cleaning solutions, A and B. the daily availability of raw material I and II are 150 and 145 units, respectively. One unit of A consumes 0.5 units of I and 0.6 of II. One units of B consumes 0.5 of I and 0.4 of II. Profit per unit of A and B are 8$ and 10$ respectively. Daily demand for A lies between 30-150. Daily demand for B lies between 40-200.Find optimal production amount of A and B.
which serves both types of customers and the service times follow exponential distribution with a mean of 10 minutes. if a type 2 arrives and the type 1 being served, what is the distribution of the waiting time for this time 2 customer?
Compare and contrast qualitative and quantitative forecasting and give one example of a method that is used for each type.
why is strategic planning important to the organization? how does strategic planning help the organization? what kind
"Supply Chain." The term is used rather freely these days, but what does it actually mean. What might the term "Supply Chain" cover that is not included under the term "Logistics.
what enterprise resource planning erp systems does your organization rely on? choose an erp system and discuss why you
M&L Manufacturing: What are some of the potential benefits of a more formalized approach to forecasting?
identify two companies in unrelated industries that use tpm approaches to ensure reliability in the products or
A Corporation wants to forecast demand using the weighted moving average. If the Corporation uses 2 prior yearly sales values, which of the subsequent is the weighted moving average forecast for year 2013.
Explain the role capitalism plays in corporate decision-making. Discuss if you believe it is possible for a company to cater to both its best interest and that of the consumer conjointly or if one always has to prevail. Justify your response.
What are some of the various opportunities that automation has afforded, such as: telecommuting; remote work arrangements; teleconferencing; web based training etc.?
William II was not harmed but benefited, Sidway asserted. Is there any theory of consideration that William II can rely on? How would you decide this case?
determine 1) the expected number of customers in the shop 2) the probability that the manager will be helping serve customers and, 3) the probability that the store is full.
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