Reference no: EM132267966
1. Which of the following is the correct definition of process capability?
A. The ability of the designed process to meet customers requirement
B. The ability of a current process to meet customers requirement
C. None of the listed options
D. The future ability of a process to meet customers requirement
2. Which of the following options is not correct?
A. Gage R&R fails for Reproducibility
B. Gage R&R fails for Repeatability
C. Gage R&R fails of Linearity
D. Gage R&R fails for both repeatability and reproducibility
3. Which of the following is defined as continuous, incremental improvement?
A. Kanban
B. Kaikaku
C. JIT
D. Kaizen
4. Which of the following technique(s) used for sub-process mapping?
A. Alternative path method
B. All of the listed options
C. Process flow chart
D. Cross-functional map
5. Which of the following performance measures is most appropriate for evaluating the tangible effects of a six sigma project?
A. Team member absentee rate
B. Cycle time
C. Employee morale
D. Unsolicited compliments from customers
6. The purpose of using control charts is to ________
A. evaluate process performance over time
B. determine how to recreate the process
C. detect the causes of nonconformities
D. determine if a process is performing within specifications
7. Apart from the standard deviation what is the measure for variation?
A. Median
B. Process capability
C. Range
D. Mean
8. Which of the following tools is used extensively in quality function deployment (QFD)?
A. Activity network diagram
B. Matrix diagram
C. Cause and effect diagram
D. Affinity diagram
9. How do we describe a CTQ to ensure consistent interpretation by more than one individual?
A. Using an Operational Definition
B. Using a Golden Rule
C. Clarifying it with Black Belt
D. Using Pareto Principle
E. Using a Gage R&R
10. Which of the following is the correct definition of repeatability?
A. Average of difference readings of same operator
B. Difference between different readings of multiple operators
C. Difference between different readings of same operator
D. Difference between same readings of multiple operators