Exam 10: Errors in Hypothesis Testing, Statistical Power, and Effect Size

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Which of these strategies is MOST commonly used to decrease the probability of making a type II error?

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B

Calculate the r2 statistic for t = 3.41 and two groups of 20 individuals each.

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B

Statistical power is the probability of ______.

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A

A type II error occurs when a researcher ______.

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There exists the possibility of a ______ error whenever a researcher makes the decision to ______.

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If there is no relationship between two variables, how much of the variance in one variable is explained by the other variable?

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Calculate the r2 statistic for t = 3.11 and two groups of 10 individuals each.

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An example of a Type I error is when a researcher concludes ______.

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Within a college course, a ______ error occurs if an instructor decides a student ______ when he/she in fact ______.

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Changing alpha (α) from .05 to .01 ______ the probability of making a type I error and ______ the probability of making a type II error.

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When the within-group variability increases the value of the t-statistics increases, increasing the likelihood of ______.

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According to Cohen, an r2 effect size of .24 may be considered to be a ______ effect.

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The main concern with lowering the probability of making a type II error is that it ______.

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Holding all else constant, increasing sample size ______ the probability of making a type I error and ______ the probability of making a type II error.

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Calculate the r2 statistic for t = 4.64 with N = 50 for each of the two groups.

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Lowering alpha from α = .05 to α = .01 is a way to reduce type I error.

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The concept of statistical power relates most directly to ______.

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The r squared (r2) statistic may be defined as ______.

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Calculate Cohen's d for t = 2.12 with N = 25 for each of the two groups.

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Within a marriage, a ______ error occurs if someone decides their spouse ______ when in fact he/she ______.

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