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A scenario analysis of a manufacturing company's challenge in producing computer chips that meet the specific size requirements of their largest customer. The production manager has calculated a 95% confidence interval for the chip sizes, which indicates that most chips will fall between 0.9 cm and 1.1 cm, falling short of the customer's required 1.2 cm size. The implications of not meeting the customer's specifications, including the potential loss of the customer and a decrease in sales and overall profit. It also suggests that the company needs to either find a way to produce more chips or create a process that will ensure the specified size more often, in order to accommodate the customer's orders. The analysis provides insights into the importance of quality control, process optimization, and customer relationship management in the manufacturing industry.
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Scenario Analysis: Computer Chips Southern New Hampshire University QSO- 510 - X 3339 Quantitative Analysis 24 TW 3 02:05:48 GMT -05:
Scenario Analysis: Computer Chips The manufacturing company’s largest customer is specific about what size computer chip they require for their work, 1. 2 cm. After the production manager computed a confidence interval on the last month’s production, it was found that within 95 % confidence they can make a chip between the range of 0 .9 cm and 1. 1 cm. This result poses a problem for the manufacturing company because it does not meet the requirements the customer has stated they need. With an interval that only reaches a 1. 1 mean, they are not as likely to produce enough computer chips at 1. 2 cm to fulfill the customer’s order. The production manager needs to consider that one sample of computer chips produced is not going to be exact in predicting the exact range of sizes produced all the time. The manager’s statement about the 9 5% confidence interval indicates that most computer chips produced will fall between a possible range of 0 .9 cm and 1. 1 cm. The manager would have to inform the vice president that in order to ensure they can make enough within the specifications of the customer they will have to make more per month. By making more, they are more likely to make some that are at the specified size of