| A) Statistical Modeling | |
|---|---|
| 1) Distinguishing Between Random Variables and Observed Values | Ex 1 Ex 2 Ex 3 |
| 2) Modeling with Random Variables | Ex 4 Ex 5 Ex 6 Ex 7 |
| 3) Calculating Sample Statistics | Ex 8 Ex 9 Ex 10 |
| B) Confidence Intervals for Means with Known Variance | |
| 4) Finding Critical Values | Ex 11 Ex 12 Ex 13 |
| 5) Constructing Confidence Intervals | Ex 14 Ex 15 Ex 16 |
| C) Confidence Intervals for Means with Unknown Variance | |
| 6) Estimating the Mean with Unknown Variance | Ex 17 Ex 18 Ex 19 |
| D) Confidence Intervals for Proportions | |
| 7) Estimating Population Proportions | Ex 20 Ex 21 Ex 22 |
| E) Hypothesis Testing using Confidence Intervals | |
| 8) Testing Claims About the Population Mean | Ex 23 Ex 24 Ex 25 Ex 26 |
| F) Determining Sample Size | |
| 9) Determining Sample Size | Ex 27 Ex 28 Ex 29 |