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A quality analyst wants to construct a sample mean chart for controlling a packaging process. He knows from past experience that the process standard deviation is two ounces. Each day last week, he randomly selected four packages and weighed each. The data from that activity appears below. (a) Calculate upper and lower control limits for both sample means and ranges. (b) Is this process in control? Explain--a simple Yes or No is insufficient. (c) What additional steps should the quality assurance team take?
Using your own experience also or resources, do you agree? Provide examples also supporting evidence from multiple sources to support your position.
You are the manager of the best-performing subsidiary in an MNE. Because bonuses are tied to subsidiary performance, your bonus is the highest of all subsidiary managers
Define operations management. Explain how operation management's role is applied to your chosen organization.
Four samples of three observations each have been taken, with actual measurements (in centimetres) shown below. Establish three-sigma mean also range limits.
A company that manufactures ladies hand bags wants to determine if their buffing process is working properly. They take 4 observations per day and record the amount of time
Your company owns a piece of land and is in the middle of purchasing this property to expand their footprint in the community. At the last minute
Determine the average number of parts waiting to be worked on. Determine the percentage of time the operator is working.
If you were a host-country national (HCN), would you think salaries should be equal between HCNs and expatriates in equivalent positions, even though the cost of living is lower in the host country?
A new machine was bought for $9,000 with a six years and no salvage value. Its annual operating cost were as follows
Using at least two different quality tools, analyze data also present your conclusions. Elucidate how could survey have been more useful. Illustrate what is next step.
Gigi consumes only Perrier and cheese. In order to maximize her happiness subject to a limited income, Gigi should purchase the amounts of Perrier and cheese at which
The minimum communality criterion states that enough components should be extracted so that the communalities for each of these variables exceeds a certain threshold
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