Exam 13: Interpreting the Results of Hypothesis Testing: Effect Size, Type I and Type II Errors, and Power

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In statistical work, a significant difference is one that is large enough

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The smaller the level of significance

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In practice we can never determine the actual power value for a given experimental situation, because

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A man rolls a six-sided die to determine whether or not to reject a hypothesis. If the die comes up "1," he rejects the hypothesis; otherwise he retains it. Some hypotheses are true, and some are false. What is A man rolls a six-sided die to determine whether or not to reject a hypothesis. If the die comes up 1, he rejects the hypothesis; otherwise he retains it. Some hypotheses are true, and some are false. What is    ? ?

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If sample size is very large and the decision is to reject the null hypothesis,

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The effect size d does not depend on which of the following

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We will less readily detect a difference between that which has been hypothesized and that which is true if

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The greater the difference between The greater the difference between     and       the and The greater the difference between     and       the the

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In a statistical study, importance becomes a matter of

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Consideration of which of the following factors illustrates most clearly the distinction between significance and importance

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Under the conditions we plan to employ for our experiment, the power of our t test ( α\alpha = .01) is .16. If we were to repeat our experiment 30 times under these identical conditions, we should expect to retain  Under the conditions we plan to employ for our experiment, the power of our t test ( \alpha  = .01) is .16. If we were to repeat our experiment 30 times under these identical conditions, we should expect to retain     approximately ____________ times. approximately ____________ times.

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In general, the larger the sample size, the

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As compared to a two-tailed test, a one-tailed test

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When When     is .05, the power of the test is is .05, the power of the test is

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When When     is .05, the probability of a Type I error is is .05, the probability of a Type I error is

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The question most directly related to adequate power is

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Mr. Jones tends to worry about drawing incorrect conclusions. He plans to select a sample of size 20 and to use the .01 level of significance in testing Mr. Jones tends to worry about drawing incorrect conclusions. He plans to select a sample of size 20 and to use the .01 level of significance in testing        against      (a)If he obtains a       which type of error would he be worried about? Why? (b) If he obtains a       which type of error would he be worried about? Why? against Mr. Jones tends to worry about drawing incorrect conclusions. He plans to select a sample of size 20 and to use the .01 level of significance in testing        against      (a)If he obtains a       which type of error would he be worried about? Why? (b) If he obtains a       which type of error would he be worried about? Why? (a)If he obtains a Mr. Jones tends to worry about drawing incorrect conclusions. He plans to select a sample of size 20 and to use the .01 level of significance in testing        against      (a)If he obtains a       which type of error would he be worried about? Why? (b) If he obtains a       which type of error would he be worried about? Why? which type of error would he be worried about? Why? (b) If he obtains a Mr. Jones tends to worry about drawing incorrect conclusions. He plans to select a sample of size 20 and to use the .01 level of significance in testing        against      (a)If he obtains a       which type of error would he be worried about? Why? (b) If he obtains a       which type of error would he be worried about? Why? which type of error would he be worried about? Why?

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When When     is .05, the power of the test is is .05, the power of the test is

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An investigator retains all null hypotheses; some are true and some are false. What is An investigator retains all null hypotheses; some are true and some are false. What is

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A researcher plans to test A researcher plans to test       Her alternative hypothesis is       Complete the following sentences: (a)A Type I error is possible only if the population mean is ____________. (b)A Type II error is possible only if the population mean is ____________. Her alternative hypothesis is A researcher plans to test       Her alternative hypothesis is       Complete the following sentences: (a)A Type I error is possible only if the population mean is ____________. (b)A Type II error is possible only if the population mean is ____________. Complete the following sentences: (a)A Type I error is possible only if the population mean is ____________. (b)A Type II error is possible only if the population mean is ____________.

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