$1.$ When determining if a process is $$Stable$$ the run order of production samples

taken for QC to analyze is not important as ultimately the only thing that is

important is to evaluate if the Shewhart rules are violated.

a$.$ True

b$.$ False

$2.$ With A Sampling Plan of with the nomenclature of $($C$,$ N$)$ that has $(3,100).$ This

means that if the QC tests finds $3$ defective samples that the entire lot is rejected.

a$.$ True

b$.$ False

$3.$ When calculating a Process Capability CpK one needs to understand if the data is

what type of distribution before proceeding with the analysis.

a$.$ Weibull

b$.$ Uniform

c$.$ Normal

d$.$ Exponential

e$.$ None of the above

$4.$ With reference to Reliability, what does MTBF mean?

a$.$ Mean Time Before Failure

b$.$ Median Time Before Failure

c$.$ Mean Time Between Failure

d$.$ Median Time Between Failure

$5.$ In Waiting line, Queueing Theory, arrival rates and service rates follow what form

of a distribution

a$.$ Binomial and positive exponential

b$.$ Bernoulli and a negative distribution

c$.$ Poisson and a negative distribution

d$.$ None of the above