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

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The effect size d depends on which of the following?

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D

If sample size is quite small and the decision is to reject the null hypothesis,

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B

On the basis of the results for a large random sample of males from his university, Professor Flagg reports: "The mean height for my sample fell significantly below 6 feet." (a)Explain in precise statistical terms the meaning of Professor Flagg's statement. (b)Does the statement indicate that the mean height for males at his university falls below 6 feet by an important amount (i.e., that he is teaching at a university of "shorties") (c)What is one possible reason (other than very short students) for the "significance" of his results. Explain.

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(a)  (a)      tested and rejected; conclusion:     (b) no; it indicates nothing about how far below  (c) a very large sample will result in a small     and rejection of     even for a small discrepancy between     and the hypothesized value of 6.
tested and rejected; conclusion:
(a)      tested and rejected; conclusion:     (b) no; it indicates nothing about how far below  (c) a very large sample will result in a small     and rejection of     even for a small discrepancy between     and the hypothesized value of 6. (b) no; it indicates nothing about how far below 
(c) a very large sample will result in a small (a)      tested and rejected; conclusion:     (b) no; it indicates nothing about how far below  (c) a very large sample will result in a small     and rejection of     even for a small discrepancy between     and the hypothesized value of 6.
and rejection of
(a)      tested and rejected; conclusion:     (b) no; it indicates nothing about how far below  (c) a very large sample will result in a small     and rejection of     even for a small discrepancy between     and the hypothesized value of 6. even for a small discrepancy between
(a)      tested and rejected; conclusion:     (b) no; it indicates nothing about how far below  (c) a very large sample will result in a small     and rejection of     even for a small discrepancy between     and the hypothesized value of 6. and the hypothesized value of 6.

If sample size is very small and the decision is to retain the null hypothesis,

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If If     is false, is false,

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Sample size affects power because of its effect on

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If If     is true, is true,

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The ability to ascertain appropriate size of sample(s) required to test a particular hypothesis depends on the specification of

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A Type II error may well be desirable when

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Suppose that 18 out of 54 identical repetitions of an experiment comparing two methods of instruction lead to non-significant results. If method of instruction does, in fact, have an effect, our best estimate of power for this situation is

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

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The power of a test is most closely related to

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If If     is selected to be .05 rather than .01, is selected to be .05 rather than .01,

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In general, the larger the sample size, the

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The concept of power requires

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If the value of If the value of     is not known is not known

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

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In general, reducing the risk of committing a Type I error

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    is is

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A Type II error is committed when

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