Exam 13: Experimental Design
Exam 1: Introduction to Quality Improvement8 Questions
Exam 2: Lean Enterprise7 Questions
Exam 3: Six Sigma10 Questions
Exam 4: Statistical Process Control6 Questions
Exam 5: Fundamentals of Statistics14 Questions
Exam 6: Control Charts for Variables17 Questions
Exam 7: Additional Spc Techniques for Variables7 Questions
Exam 8: Fundamentals of Probability11 Questions
Exam 9: Control Charts for Attributes16 Questions
Exam 10: Acceptance Sampling16 Questions
Exam 11: Reliability17 Questions
Exam 12: Management and Planning Tools11 Questions
Exam 13: Experimental Design16 Questions
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Predict the outcome of the confirmation run for a four factor larger-the-better
experiment with an overall average of 18 for the data below: A B C D Level 1 20 15 25 18 Level 2 10 13 19 14
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(Short Answer)
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Correct Answer:
27% improvement
Given the following ANOVA determine the percent contribution at the 0.05 level for F table values of 1/2 = 18.5, 1/3 = 10.1, and 1/4 = 7.71. Source df SS 1 10 1 110 1 175 1 20 1 80
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Correct Answer:
B = 31.7%, A = 52.4 %, AND ERROR = 15.9% FOR A TOTAL OF 100%
Using inferior-grade, low cost components, and raw materials in the design process is referred to as:
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Correct Answer:
B
A range or band that the true value is presumed to occur is referred to as a(an):
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Six samples of a quality characteristic give an average of 5.0 and a variance of 0.4. If the loss is $8.00 at a characteristic value of 6.0, what is the loss equation for smaller- the-better? What is the average loss?
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A technique to compare the F value of the factor/level with a F distribution value is called:
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A new process is developed to reduce the number of defects. Three tests are made with results of 2, 4, and 1 defects. Determine the S/N and compare with a dB value for the existing process of -1.356.
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Given three two-level factors and two suspected interactions, determine the degrees of freedom and the OA?
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The process of selectively upgrading components to eliminate excessive variation is called:
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