10. C&A's potato chip filling process has a lower specification limit of 9.5 oz. and an upper specification limit of 10.5 oz. The standard deviation is 0.3 oz. and the mean is 10 oz. What is the process capability index for the chip filling process?
Process Capability Index(CpK) = Min(CpU, CpL)
CpU = (Upper Specification Limit - Mean)/3*Standard Deviation
= (10.5 - 10)/3*0.3
= 0.5/0.9
= 0.556
CpL = (Mean - Lower Specification Limit)/3*Standard Deviation
= (10 - 9.5)/3*0.3
= 0.556
CpK = Min(0.556, 0.556)
= 0.556
10. C&A's potato chip filling process has a lower specification limit of 9.5 oz. and an upper specification limit of 10.5 oz.
C&A’s potato chip filling process has a lower specification limit of 9.5 oz. and an upper specification limit of 10.5 oz. The standard deviation is 0.3 oz. and the mean is 10 oz. What is the probability that a bag will weigh more than 10.5 oz.? 95.2% 90.4% 9.56% 4.78%
For a key joint, a precision machining process has a lower specification limit of a width of 0.99 mm and an upper specification limit of 1.01 mm. The standard deviation is 0.005 mm and the mean is 1 mm. (a) What is the process capability index for the bottle filling process? (Round the answer to 3 decimal places.) (b) The company now wants to reduce its defect probability and operate a “six sigma process.” To what level would they have...
A key joint in a precision machining process has a lower specification limit of a width of 0.99 mm and an upper specification limit of 1.01 mm. The standard deviation is 0.005 mm and the mean is 1 mm. The company wants to reduce its defect probability and operate a "Six Sigma process." To what level would this company have to reduce the standard deviation in the process to meet this target? Note: A "Six Sigma process" has a process...
Given an upper specification limit of 40, a lower specification limit of 25, mean process performance of 30, and a process standard deviation of 3: a. Calculate Cp b. Calculate Cpk c. Is the process performance acceptable – if not, why? d. To identify factors targeting process improvement the design should be set up to explore factors affecting both process mean and process __________________ .
15. A process has an upper specification of 0.125" and a lower specification of 0.100". If oo = 0.025”, what is the capability index?
Lean Six Sigma
The Lower Specification Limit is 8.0 seconds
36. Representative data gathered from a process that follows a normal distribution shows a mean of 8.2 seconds with a standard deviation of 0.3 seconds. The process has 8.5 seconds as an upper specification limit. What is the process yield? a. Calculate: Cp and Cpk b. How many defects per million opportunities the process produces? (hint: use the Excel spreadsheet given in class) c. What is the Sigma of the...
Frank Pianki, the manager of an organic yogurt processing plant desires a quality specification with a mean of 20.0 ounces, an upper specification limit of 20.5 ounces and a lower specification limit of 19.5 ounces. The process has a mean of 20.0 ounces and a standard deviation of 1.25 ounce The process capability index (Cpk)-「 (round your response to three decimal places)
Frank Pianki, the manager of an organic yogurt processing plant desires a quality specification with a mean of...
A fast-food company is preparing beef patties for their burgers. The lower specification limit for the burger is 43.6 grams and the upper specification limit is 46.4 grams. The standard deviation is 0.5 grams and the mean is 45 grams. Based on the information given above, please answer the following 2 questions. 1.) The process capability index for this beef patty production process p= . Keep TWO decimals in your answer. 2.) Please calculate the PPM for this beef...
Consider a process under statistical quality control. The upper specification limit of the statistic of interest is 119, while the lower specification is 32. The sample plan is for 9 samples per period. The average range of the process is 13. The process overall mean is 69. What is the capability of the process assuming it is not centered exactly between the specification limits and the statistic of interest has a normal distribution?
Consider a process under statistical quality control. The upper specification limit of the statistic of interest is 138, while the lower specification is 42. The sample plan is for 9 samples per period. The average range of the process is 17. The process overall mean is 61. What is the capability of the process assuming it is not centered exactly between the specification limits and the statistic of interest has a normal distribution?