Formular Number | Name | Formular | Formular with R |
6.2.1 | Expression of an interval estimate | estimator ± (reliability coefficient)× standard error of the estimator |
Example |
6.2.2 | Interval estimate for when is known |  |
Example |
6.3.1 | t-transformation |  | Example |
6.3.2 | Interval estimate for when is unknown |  | Example |
6.4.1 | Interval estimate for the difference between two population means when and are known |  | Example |
6.4.2 | Pooled variance estimate |  | Example |
6.4.3 | Standard error of estimate |  | Example |
6.4.4 | Interval estimate for the difference between two population means when s 1 is unknown |  | Example |
6.4.5 | Cochran’s correction for reliability coefficient when variances are not equal |  | Example |
6.4.6 | Interval estimate using Cochran’s correction for t |  | Example |
6.5.1 | Interval estimate for a population proportion |  | Example |
6.6.1 | Interval estimate for the difference between two population proportions |  | Example |
6.7.1–6.7.3 | Sample size determination when sampling with replacement |  | Example |
6.7.4–6.7.5 | Sample size determination when sampling without replacement |  | Example |
6.8.1 | Sample size determination for proportions when sampling with replacement |  | Example |
6.8.2 | Sample size determination for proportions when sampling without replacement |  | Example |
6.9.1 | Interval estimate for s 2 |  | Example |
6.9.2 | Interval estimate for s |  | Example |
6.10.1 | Interval estimate for the ratio of two variances |  | Example |
6.10.2 | Relationship among F ratios |  | Example |
Symbol Key | |