Note: See Calculating Various Statistical Intervals in the SAS/QC Sample Library.
You can specify options after the slash (/) in the INTERVALS statement to control the computation and printing of intervals. The following statements produce a table of one-sided lower prediction limits for the mean, which is displayed in Figure 5.26:
title 'Statistical Intervals for Fluid Weight'; proc capability data=Cans noprint; intervals Weight / methods = 1 2 type = lower; run;
The METHODS= option specifies which intervals to compute, and the TYPE= option requests one-sided lower limits. All the options available in the INTERVALS statement are listed in Summary of Options and are described in Dictionary of Options.
Figure 5.26: One-Sided Lower Prediction Limits for the Mean
Statistical Intervals for Fluid Weight |
Approximate Prediction Limit For All of k Future Observations |
||
---|---|---|
Confidence | k | Lower Limit |
99.00% | 1 | 11.90 |
99.00% | 2 | 11.89 |
99.00% | 3 | 11.88 |
95.00% | 1 | 11.93 |
95.00% | 2 | 11.92 |
95.00% | 3 | 11.91 |
90.00% | 1 | 11.95 |
90.00% | 2 | 11.93 |
90.00% | 3 | 11.92 |
Prediction Limit For the Mean of k Future Observations |
||
---|---|---|
Confidence | k | Lower Limit |
99.00% | 1 | 11.90 |
99.00% | 2 | 11.93 |
99.00% | 3 | 11.94 |
95.00% | 1 | 11.93 |
95.00% | 2 | 11.95 |
95.00% | 3 | 11.96 |
90.00% | 1 | 11.95 |
90.00% | 2 | 11.97 |
90.00% | 3 | 11.97 |