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Flextronchip, an OEM manufactures, has a fifth-generation chip for cell phones, with chip specification of 02 +00002 mm for the distance between two adjacent pins.

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Flextronchip, an OEM manufactures, has a fifth-generation chip for cell phones, with chip specification of 02 +00002 mm for the distance between two adjacent pins. The loss due to a defective chip has been estimated as $16 Required: 1 Compute the value of k the cost coefficient in the Taguchi quality loss function (QLF). 1(x)-k(x-n2 2. Assume that the quality control manager takes a sample of 100 chips from the production process. The results are as follows 0.1997 .1998 0.1999 13 12 0.2 0.2003 a. & b. Use the appropriate Taguchi quality loss function, L03), to calculate the estimated quality loss for each of the observed measurements. Additionally, calculate the expected (Le. average) loss per unit for the production process as a whole Complete this question by entering your answers in the tabs below Required 1 Reqired 2 Compute the value of k, the cost coefficilent in the Taguchi quality los function (F)) intermediate caculations. Round your ansner to the nearest whole dolar amount 3i n2. (0o not round Required 2> a. & b. Use the appropriate Taguchi quality loss function, 404, to calculate the estimated quality loss for each of the observed measur ements Additionally, calculate the expected (i.e, average) loss per unit for the production process as a whole. Complete this question by entering your answers in the tabs below. Required 1Required 2 Assume that the quality control manager takes a sample of 100 chips from the production process. a. & b. Use the appropriate Taguchi quality loss function, L(x), to calculate the estimated quality loss for each of the observed measurements. Additionally, calculate the expected (i.e., average) loss per unit for the production process as a whole. (Do not round intermediate calculations. Round your answers to 2 decimaf places.) Show lessA Probability Expected LossL(x) f(x) Loss 0.1996 0.1997 0.1998 0.1999 0.2000 0.2001 0.2002 0 2003 0 2004 0.03 0.05 0.13 0.12 0.40 0.11 0.04 0.03 1,00 Required 1

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