Exam 3: Statistical Process Control

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If the quality of a process's output is determined by classifying the output as being defective or not defective, use a(n) ___ control chart.

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What is a c-chart and when is it used?

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Employee training in statistical process control is a fundamental principle in total quality management programs.

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Which of the following control charts is used to control the variation within samples?

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Special cause variation in a process is more likely to be detected with

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Typically, the operating characteristic curve shows the following on the horizontal and vertical axis (answers are given as horizontal axis and vertical axis respectively):

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There are several general guidelines associated with the zones for identifying patterns in a control chart, where none of the observations are beyond the control limits. Which of the following is NOT one of those guidelines?

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With a single-sample attribute plan, only one of the items randomly sampled from a lot is inspected.

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Assume that a process is operating on target and 99.8% of the products manufactured just fit within the specification limits. What can you say about the process?

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Why are Why are   and R-charts used together? and R-charts used together?

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If ?σ is the population standard deviation, k the number of samples or subgroups, and n the sample size (number of observations in each subgroup), what is the distance from the centre line to the upper control limit?

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If the points plotted on a control chart display a pattern, it is called a run.

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All processes contain a certain amount of variation in their output.

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Six Sigma companies report defective parts per million (PPM) versus the more traditional defective parts per hundred.

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Design specification limits should always be wider than the control limits for a given process.

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The formula used to determine the upper and lower control limits is based on specification limits.

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Special cause variation can be identified using statistical process control.

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What is a p-chart and when is it used?

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An R-chart monitors the robustness of a process.

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Is acceptance sampling consistent with TQM?

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