Statistic Quizzes
Question 1
· The primary contributor to the standard error of the difference between the means is the standard error of the means of the two populations. Answer
True
False
Question 2
· Assume a research report says t(43) = 2.37, α <0.02. For this study, confidence is <0.02. Answer
True
False
Question 3
· If a single set of subjects serves in both treatment groups, the study should be analyzed with an independent subjects t test. Answer
True
False
Question 4
· The region of rejection is in the tails of the distribution. Answer
True
False
Question 5
· If tabled t is 2.23 and calculated t is 2.24, the calculated t can be considered statistically significant. Answer
True
False
Question 6
· In a two-sample t test, α =0.05 and t(74) = +2.15. How many subjects are in this study? Answer
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· 72. |
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· 73. |
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· 74. |
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· 76. |
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· There is not enough information to tell. |
Question 7
· What is the purpose of a two-sample t test? Answer
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· a. |
To determine whether two means are more different than expected by chance. |
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· b. |
To compare the actual mean difference between groups with the difference desired by the researcher. |
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· c. |
To equate groups on one or more extraneous variables. |
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· d. |
To be twice as confident of your results as you would be in a one-sample t test. |
Question 8
· In a two-sample t test, if the observed difference between the sample means turns out to be one that would rarely occur when the null hypothesis is true, what should we do? Answer
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a. |
· Reject the null hypothesis. |
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b. |
· Retain the null hypothesis. |
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c. |
· Repeat the test until we get a more probable difference between the sample means. |
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d. |
· Change the level of significance (type 1 error). |
10 points
Question 9
· Suppose that a researcher decides that he must obtain a type 1 error level of no more than 0.01 to reject the null hypothesis. After analyzing his data he finds that the results are significant at p = 0.05 but not at p = 0.01. If he is not able to change the maximum allowed type 1 error level, then the researcher should Answer
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· a. |
· Retain the null hypothesis because 0.05 is greater than 0.01. |
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· b. |
· Retain the null hypothesis because 0.05 is merely sampling error. |
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· c. |
· Reject the null hypothesis because 0.05 is close to 0.01. |
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· d. |
· Reject the null hypothesis because 0.05 is greater than 0.01. |
Question 10
· What is the purpose of the change in formula from an independent sample t test to a related sample t test? Answer
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· a. |
To simplify the calculation process when samples are dependent. |
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· b. |
· To remove the unwanted correlation introduced by the dependence of subjects between the IV conditions. |
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· c. |
· To remove the influence of unwanted or outlier cases in each sample. |
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· d. |
To weight the contribution of each sample by the number of cases present in that sample. |