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Suppose that the design specifications for a hydraulic cylinder are 11.00 ± 0.30 centimeters and that the Taguchi loss function is estimated to be L(x) = 1,600(x – T)2.
Determine the estimated loss for a production order if the quality characteristic under study takes on a value of 11.060 and 100 parts are produced. Round your answer to the nearest dollar.
$
Assume the production process is recalibrated weekly, and a new sample of cylinders after recalibration reveals an x-bar of 10.595. Determine the estimated loss for 100 parts. Round your answer to the nearest dollar.
What action, if any, is need in this situation?
In -Select-(a)(b)Item 3 the economic loss is lower and actual process performance is closer to the target design specification than in -Select-(a)(b)Item 4 . The recalibration was done -Select-correctlyincorrectlyItem 5 , and now the production process -Select-needs to be stopped and recalibrated againperforms well and should not be changedItem 6.
Find the optimal order quantity and the average annual total cost associated with for all three items if each model is ordered and delivered independently
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