Exam 24: Significance, Importance, and Undetected Differences
Exam 1: The Benefits and Risks of Using Statistics30 Questions
Exam 2: Reading the News50 Questions
Exam 3: Measurements, Mistakes, and Misunderstandings44 Questions
Exam 4: How to Get a Good Sample60 Questions
Exam 5: Experiments and Observational Studies60 Questions
Exam 6: Getting the Big Picture22 Questions
Exam 7: Summarizing and Displaying Measurement Data54 Questions
Exam 8: Bell-Shaped Curves and Other Shapes34 Questions
Exam 9: Plots, Graphs, and Pictures57 Questions
Exam 10: Relationships Between Measurement Variables35 Questions
Exam 11: Relationships Can Be Deceiving36 Questions
Exam 12: Relationships Between Categorical Variables36 Questions
Exam 13: Statistical Significance for 2 2 Tables33 Questions
Exam 14: Understanding Probability and Long-Term Expectations42 Questions
Exam 15: Understanding Uncertainty Through Simulation13 Questions
Exam 16: Psychological Influences on Personal Probability30 Questions
Exam 17: When Intuition Differs From Relative Frequency30 Questions
Exam 18: Understanding the Economic News23 Questions
Exam 19: The Diversity of Samples From the Same Population49 Questions
Exam 20: Estimating Proportions With Confidence31 Questions
Exam 21: The Role of Confidence Intervals in Research40 Questions
Exam 22: Rejecting Chancetesting Hypotheses in Research43 Questions
Exam 23: Hypothesis Testingexamples and Case Studies25 Questions
Exam 24: Significance, Importance, and Undetected Differences38 Questions
Exam 25: Meta-Analysis: Resolving Inconsistencies Across Studies23 Questions
Exam 26: Ethics in Statistical Studies29 Questions
Exam 27: Putting What You Have Learned to the Test46 Questions
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The natural variability in the population can affect a test's ability to detect a difference or relationship in the population that actually does exist.Explain how this is taken into account in the formula for the test statistic for testing a population mean.
(Essay)
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Suppose you read the following headline: "Taking an aspirin a day can cut your risk of heart attack by almost half!" Suppose the news report goes on to tell you that the research is based on a very large well-designed randomized experiment with a p-value less than 0.0001.Assume this information is technically correct, given the results of the study.Which of the following statistics could actually represent the results of this study?
(Multiple Choice)
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Suppose a chi-square statistic testing for a relationship between two variables was found to be 1.746, with p-value 0.19.What happens to the chi-square statistic and the resulting p-value if you triple the sample size?
(Multiple Choice)
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Suppose you got a p-value with a small study that was less than .05.Had you gotten the same sample results with a larger study done in a similar way, the p-value from the larger study would have been _______________ (choose: less than, greater than, equal to) the p-value from the smaller study.
(Short Answer)
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What two pieces of information do you get from a confidence interval that can help you evaluate whether or not statistically results are really important to you?
(Essay)
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Which of the following conclusions should make you suspicious as an educated consumer of statistical information?
(Multiple Choice)
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Explain how the results of a very small study can be misleading.(Assume data quality is not an issue.)
(Essay)
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Suppose you examined a possible relationship between gender and opinion on an issue in a population using two different studies.The percentages found were exactly the same for both studies, but one study had a much larger sample size than the other.Which of the following is not a possible outcome in this scenario?
(Multiple Choice)
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What information can a confidence interval provide that a p-value alone cannot?
(Multiple Choice)
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Choosing beforehand to conduct a two-sided alternative will make it __________to detect a real difference in one single direction (choose: harder, easier, just as hard or easy).
(Short Answer)
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Suppose a study found a strongly statistically significant relationship between two variables.From the p-value for this study you __________ (choose: could, could not) find the probability that there is a relationship between these two variables in the population.
(Short Answer)
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Which of the following statements must be true regarding a p-value of .0001?
(Multiple Choice)
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When it comes to sample size, "results may be smaller (less significant) than they appear" is a good way to describe one of the possible problems with a hypothesis test.Explain how this can happen.
(Essay)
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Suppose a researcher conducted a 2-sided hypothesis test for a population mean (significance level .05) and his test statistic was +1.84.(The significance level was .05.) He knows this test statistic is not large enough to reject the null hypothesis, because the test statistic was not greater than 1.96.Then he realizes that if he had done a one-sided test to begin with (alternative hypothesis ">" ) his results would have been statistically significant, because his test statistic was greater than 1.65.At this point, he decides to change to a one-sided hypothesis test, and reports his results as being statistically significant.Is this acceptable? Why or why not.
(Essay)
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The simplest and most conservative method for handling type 1 error probabilities in multiple comparisons is the _____________________ method.
(Short Answer)
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Suppose a study found a strongly statistically significant relationship between two variables.The test statistic and the p-value for this study __________ (choose: would, would not) provide information about the magnitude of the effect.
(Short Answer)
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Explain how the public can be misled by the results of a "very large study." (Assume data quality is not an issue.)
(Essay)
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