Math 143 C/E, Spring 2001
IPS Reading Discussion Questions
Chapter 3, Section 2 (pp. 237-250)



  1. What is bias? Give an example of how an experiment can be biased.











  2. What is a placebo? How does the use of a placebo in a blind experiment provide a control against bias? Describe how an experiment that is double blind provides further control against bias.











  3. What is the big advantage of a controlled experiment over an observational study? Give an example of a study for which, despite the advantage you just mentioned, an experiment is inappropriate (perhaps because no experiment would be practical, or maybe an experiment in this case would be unethical, etc.).











  4. Figure 3.3 (p. 245) diagrams the design of experiment described in Example 3.8. How many factors distinguish the groups, and what are they? Describe the treatment (that is, give the level of each factor) for each group.








  5. Why is it so important to randomly assign experimental units to treatment groups? Would the goals of randomization be realized if replication were not taken seriously in the design of the study (that is, say, if all treatment groups had very few subjetcs)?








  6. What is block design? If you were studying the effects of a low-fat diet on the growth of 9-year-old children in the U. S. , what are some of the blocks you would pay special attention to as you divided up subjects into treatment groups? If randomization is supposed to take care of making the two groups (the low-fat diet children and the ``normal" diet children) roughly equal, why might we want to bother with blocking?















  7. An experimental design that uses ``either two matched individuals or the same individual to receive each of two treatments" (Utts, Seeing through Statistics, 2nd Ed.) is called a matched-pair design. In which of these two categories does the matched-pairs example (Example 3.10) on p. 247 belong?