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Exam 1 -SQA UPDATED ACTUAL Exam Questions and CORRECT Answers

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Exam 1 -SQA UPDATED ACTUAL Exam Questions and CORRECT Answers

Institution
SQA
Course
SQA

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Exam 1 -SQA UPDATED ACTUAL Exam Questions and
CORRECT Answers



The standard deviation does not reflect the magnitude of the sample data, only
__________________________________________________. - the scatter about the average



Observations in a sample are used to conclude about? - Population


The Random sample is selected so that the observations are dependent. - False



Every —----- has a probability distribution. - Statistic



What are the major hypotheses we have to test? - Null Hypotheses

And Alternative Hypotheses


A random sample of 500 connecting rod pins contains 40 nonconforming units, Estimate the
process fraction nonconforming: - Test the hypothesis that the true fraction defective in this test
is 0.08, Use alpha = 0.01


What is not one of the eight dimensions of quality? - Cost



What are the eight dimensions of quality? - Performance

Reliability

Durability

Serviceability

Aesthetics
Features

, Perceived quality

Conformance to standards



The definition of quality is inversely proportional to variability? - True


During which phase of the DMAIC process are statistical tools often employed to identify root
causes and potential solutions? - Analyze


The analyze step determines ..... relationships. - Cause and effect


What are the steps of DMAIC? - Define

Measure

Analyze

Improve
Control



DMAIC is usually associated with Six Sigma but can also be used with any business or process
improvement effort? - True



What's the key difference between continuous and discrete distributions? - Continuous
distributions have infinite possible values within a range, while discrete distributions have
specific, separate values.



When the variable being measured is expressed on a continuous scale, its probability distribution
is called a ...... - Continuous distribution.



What is probability distribution? - A mathematical model that relates the value of the variable
with the probability of occurrence of that value in the population.

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