Exam 5: Introduction to Hypothesis Testing
Exam 1: Displaying the Order in a Group of Numbers Using Tables and Graphs72 Questions
Exam 2: The Mean, Variance, Standard Deviation, and Z Scores84 Questions
Exam 3: Correlation and Prediction96 Questions
Exam 4: Some Key Ingredients for Inferential Statistics: the Normal Curve, Sample Versus Population, and Probability71 Questions
Exam 5: Introduction to Hypothesis Testing99 Questions
Exam 6: Hypothesis Tests With Means of Samples77 Questions
Exam 7: Making Sense of Statistical Significance: Effect Size and Statistical Power73 Questions
Exam 8: Introduction to the T Test: Single Sample and Dependent Means115 Questions
Exam 9: The T Test for Independent Means85 Questions
Exam 10: Introduction to the Analysis of Variance131 Questions
Exam 11: Chi-Square Tests and Strategies When Population Distributions Are Not Normal124 Questions
Exam 12: Applying Statistical Methods in Your Own Research Project52 Questions
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A researcher reported significant results for a study, noting that ".05 > p." What is NOT standard about this expression?
(Multiple Choice)
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In a(n)_________, the region of the comparison distribution in which the null hypothesis would be rejected is all on one side of the distribution.
(Essay)
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Which of the following statements is most accurate about hypothesis testing?
(Multiple Choice)
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The __________ distribution represents the situation if the null hypothesis is true.
(Short Answer)
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Most behavioral and social scientists use the ________ significance level, but those wanting to be more conservative commonly use the ________ levels.
(Short Answer)
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Suppose that a researcher wants to know if a new flu drug affects people, either by making them better or worse. Would this be a one-tailed or two-tailed test and why?
(Multiple Choice)
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A(n)__________ hypothesis is a research hypothesis predicting that one population will have higher scores than the other.
(Short Answer)
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What does it mean if a researcher said she rejected the null hypothesis at the .05 level?
(Multiple Choice)
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Do children from lower socioeconomic status (SES)neighborhoods have lower than average test-taking skills? A researcher administered a standard measure of test-taking skills to a randomly chosen child from a low-SES neighborhood and found him to have a score of 38. The average on this measure for the population in general is 50 with a standard deviation of 10. What should you conclude about whether those in low-SES neighborhoods have lower test-taking ability? (Use the .01 significance level.)
a. Use the five steps of hypothesis testing.
b. Sketch the distributions involved.
c. Explain the logic of what you did (be sure your explanation includes the overall logic of hypothesis testing, including each of the five steps).
(Essay)
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The comparison distribution is based on the distribution of the voting behavior of _________.
(Short Answer)
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In hypothesis testing, a statement about the predicted relation between populations (often a prediction of difference between population means)is called the __________.
(Short Answer)
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A _________________ is a set of principles that attempts to explain one or more facts, relations, or events.
(Multiple Choice)
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A Type I error occurs when you obtain a statistically significant result when in fact __________.
(Short Answer)
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Researchers can always tell when they have made a Type I or Type II error. (True or False)
(True/False)
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In hypothesis testing, a statement that there is no difference between populations (or a difference opposite to that predicted)is called the __________.
(Short Answer)
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Does computer-assisted instruction help children with reading difficulties to learn reading skills at a faster than normal rate? A researcher arranged for one of these children to have access to a set of computer-learning programs instead of the normal reading curriculum for one term. At the end of the term, the researcher tested her on a standardized reading ability test on which the mean for children with reading difficulties is 36 with a standard deviation of 6. The test participant scored 47. Was this result significant at the .05 level?
a. Use the five steps of hypothesis testing.
b. Explain the logic of what you did (be sure your explanation includes the overall logic of hypothesis testing, including each of the five steps).
(Essay)
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The results of a study are not extreme enough to reject the null hypothesis. What can the researcher conclude with reasonable confidence?
(Multiple Choice)
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