Week 7 – Inference for Regression
1 Textbook Reading – Part 1
Required Reading: Exploring Sampling Variability
2 Textbook Reading – Part 2
Required Reading: Confidence Intervals for the Slope
3 Concept Quiz – Due Wednesday by the beginning of class (note the new time!)
1. Match each item to it’s respective analogy:
point estimate
confidence interval
fishing with a net
fishing with a spear
2. To create a 95% confidence interval using the percentile method, what percentiles of the bootstrap distribution do you need to calculate?
- 0th
- 2.5th
- 5th
- 90th
- 95th
- 97.5th
3. To create a 95% confidence interval using the standard error method, what standard error do you use?
- the sample standard deviation
- the bootstrap distribution standard deviation
- a resample standard deviation
- 1.96
4. We almost never know if our confidence interval captured the true population parameter.
- True
- False
5. What percentage of 99% confidence intervals do you expect to capture the true population parameter?
6. The word “confident” in a confidence interval interpretation corresponds to what aspect of the interval?
- the accuracy of the original sample
- the reliability of the procedure for constructing confidence intervals
- the precision of the bootstrap samples
7. Which of the following are true?
- Smaller sample sizes tend to produce narrower confidence intervals.
- Smaller sample sizes tend to produce wider confidence intervals.
- Lower confidence levels tend to produce wider confidence intervals.
- Lower confidence levels tend to produce narrower confidence intervals.
8. In a regression table, what does the “std_error” value associated with the slope represent?
- the standard deviation of the sample
- the standard deviation of the bootstrap distribution
- the estimated standard deviation of the sampling distribution
- the standard error of the sample
9. In a regression table, how is the “std_error” value calculated?
- a mathematical formula
- the standard deviation of the sample
- the standard deviation of the bootstrap distribution
10. What percentage confidence interval is output in a regression table?
- 99%
- 95%
- 90%