1. What is a sample of size n chosen in such a way that every set of n units in the population has an equal chance to be the sample actually selected?
2. What is bias?
3. A study to determine whether or not a kicking a football filled with helium traveled farther than one filled with air found that, while the football filled with helium went, on average, farther than the one filled with air, the difference was not statistically significant. What does the phrase "not statistically significant" mean?
4. A study to determine whether or not a kicking a football filled with helium traveled farther than one filled with air found that, while the football filled with helium went, on average, farther than the one filled with air, the difference was not statistically significant. What are the treatments?
5. What is the above study?
6. In the above study, what is the factor (explanatory variable)?
7. In the above study, what does the phrase "not statistically significant" mean?
8. An experiment was conducted by some students to explore the nature of the relationship between a person's heart rate (measured in beats per minute) and the frequency at which that person stepped up and down on steps of various heights. There were three rates of stepping and two different step heights used. A subject performed the activity (stepping at a one of the three stepping rates at one of the two possible heights) for three minutes. Heart rate was then measured at the end of this period. What are the variables "stepping rate" and "step height"?
9. A study of human development showed two types of movies to groups of children. Crackers were available in a bowl, and the investigators compared the number of crackers eaten by children watching the different kinds of movies. One kind was shown at 8 A.M. and another at 11 A.M. It was found that during the movie shown at 11 A.M., more crackers were eaten than during the movie shown at 8 A.M. The investigators concluded that the different types of movies had an effect on appetite. Why cannot the results of the above experiment be trusted?
10. What are the treatments in the above experiment?
11. A study sponsored by Chrysler contends that more Americans preferred a Chrysler to a Toyota after test driving both. The study was conducted using 100 people in each of two separate tests involving both auto makers. None of the subjects owned a foreign car. The results of this study are probably ...?
12. What is a specific experimental condition applied to the subjects of an experiment?
13. Control groups are used in experiments in order to ...?
14. What occurs in a double blind experiment?
15. Bias in a survey can occur when an individual for the sample can't be contacted or refuses to cooperate. What is this type of bias called?
16. A study sponsored by American Express Co. and the French government tourist office found that old stereotypes about French unfriendliness weren't true. The respondents were more than 1,000 Americans who have visited France more than once for pleasure over the past two years. The results of this study are probably ...
17. A call-in poll conducted by USA Today concluded that Americans love Donald Trump. USA Today later reported that 5,640 of the 7,800 calls for the poll came from the offices owned by one man, Cincinnati financier Carl Lindner who is a friend of Donald Trump. The results of this poll are probably what?
18. A 1992 Roper poll found that 22% of Americans say that the Holocaust may not have happened. The actual question asked in the poll was: "Does it seem possible or impossible to you that the Nazi extermination of the Jews never happened?" 22% responded "possible." Which of the following is a reason why the results of this poll cannot be trusted?
"Does it seem possible or impossible to you that the Nazi extermination of the Jews never happened?"
19. Which of the following is not a potential source of bias in a survey?
20. The six people listed below are enrolled in a statistics course taught by means of television. Use the list of random digits:
27102 56027 55892 33063 41842 81868 71035 09001 43367 49497 54580 81507
Start at the beginning of this list, to choose a simple random sample of three to be interviewed in detail about the quality of the course. Use the labels attached to the six names:
1. Moore 2. Casella 3. Santner 4. Goel 5. Jones 6. Klein