Question: assume you have collected data, and found a mean speed of 3.4 km/hr (standard deviation 0.28 km/hr). There is no minimum required speed (i.e., lower

assume you have collected data, and found a mean speed of 3.4 km/hr (standard deviation 0.28 km/hr). There is no minimum required speed (i.e., lower spec limit is 0), but the upper specification limit is 4.2 km/hr. What is the process capability index (Cpk) (show your calculations). Is the process "capable" of consistently producing doors that meet the specification requirements? What process standard deviation would be needed in order for Honda to achieve "6 sigma" quality for this process? Provide some ideas on how Honda might be able to reduce the variability in the process?

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