Exam 22: Inferential Data Analysis

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Inferential statistics are used primarily for describing samples.

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A .05 level of significance means that​

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The ultimate aim of every significance test is to discern the probability that an observed relationship between variables can be attributed to chance.

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A relationship with a correlation of .50​

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A Cohen's d effect size of .60 is

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Two-tailed tests of significance should be used whenever there isa non-directional hypothesis.

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When two groups are significantly different on a dependent variable at the .05 level of significance, it means that there is afive-percent difference between them.

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A researcher conducts a test of statistical significance and finds a probability of less than .05. The researcher should NOT conclude that​

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The selection of the significance level​

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How would you interpret a finding from an experiment in which a costly and time-consuming intervention to reduce school dropout had a statistically significant outcome with a Cohen's d effect size of .20? What if the effect size were .80, but the outcome were not statistically significant due to a low sample size?

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If a Cohen's d effect size exceeds .6, the finding is statistically significant.

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Explain Type I and Type 11 errors, when they are risked, and what can be done to reduce their risks.

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A research article reports that 4 of 10 students who received an intervention from a school social worker dropped out of school, while 6 of 10 students in the control group dropped out. The difference was not statistically significant. What can be inferred from these statistics?​

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In an evaluation of an intervention that seeks to reduce depression scores among the frail elderly, the mean of the experimental group is 30, the mean of the control group is 60, and the standard deviation is 10. Cohen's d effect size is​

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Statistical power analysis deals with the probability of avoiding Type I errors.

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A method for simplifying the process of drawing conclusions from different studies on the same topic is called super-analysis.

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Explain what is meant by "chance as a rival hypothesis.

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We commit a Type II error when we​

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Which of the following hypotheses assumes that there is no relationship between two variables?​

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When a finding is statistically significant:​

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