Statistical Process Control (SPC) utilizes various charts to monitor process quality. The $\bar{X}$ (X-bar) chart and the R (Range) chart are specific types of control charts.
Variable data is quantitative and can be measured on a continuous scale. Examples include length, weight, temperature, or time. This type of data is measured, not counted.
Because $\bar{X}$ charts track the process mean and R charts track the process range (variation), they are both used exclusively for analyzing variable data. Charts for defects or attributes (like p-charts or c-charts) are used for different types of data (e.g., counts of nonconforming items).
Therefore, $\bar{X}$ and R-charts are charts specifically designed for variables.
A system has 99.99% uptime and has a mean-time-between-failure of 1 day. How fast does the system has to repair itself in order to reach this availability goal?
An X̅ chart uses the following data
The probability law used for calculating the control limits of 'P' chart is