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Multiple Choice
A) The rates of heart attack were 9.4 per thousand for the aspirin group and 17.1 per thousand for the placebo group (non aspirin) .
B) 94 people in the aspirin group had a heart attack, compared to 171 people in the non-aspirin group.
C) The risk of a heart attack for the aspirin group was 45% of the risk of a heart attack for the non-aspirin group.
D) Any of the above could have been possible.
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Multiple Choice
A) A small enough sample size could miss even the strongest of relationships that exists in a population.
B) Small sample sizes make it harder to rule out the null hypothesis.
C) A test based on a small sample size has less statistical power than a test using a large sample size, even if the percentages, means, and other statistics found in the sample are the same in both situations.
D) None of the above.
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Multiple Choice
A) Since this p-value is so small, the results will have practical as well as statistical significance.
B) The magnitude of the effect found in this study must have been huge.
C) There must have been very little variability in the results of this study.
D) None of the above.
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Multiple Choice
A) Both studies find the relationship to be statistically significant.
B) Neither study finds the relationship to be statistically significant.
C) The larger study finds a statistically significant relationship but the smaller study does not.
D) The smaller study finds a statistically significant relationship but the larger study does not.
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Multiple Choice
A) The direction of a difference or relationship, if one is concluded to exist.
B) The amount of variability in the results.
C) The actual size of an effect such as relative risk of heart attacks.
D) All of the above.
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Multiple Choice
A) The chi-square statistic triples and so does the p-value.
B) The chi-square statistic triples resulting in a smaller p-value.
C) The chi-square statistic goes up by a factor of 3 squared, and the p-value changes accordingly.
D) None of the above.
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Multiple Choice
A) "Based on our sample results we know there is no relationship between these two variables in the population."
B) "We looked at all possible correlations between these 10 variables, and this was the only one that was significant, signifying its tremendous importance."
C) "There is a relationship between these two variables in the population.Our statistics proved it."
D) All of the above.
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