Exam 10: Testing for Differences

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The null hypothesis is retained until there is sufficient statistical support for accepting the research hypothesis.

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True

Match the following terms and descriptions of statistical tests of differences. Some responses can be used more than once. -two nominal variables are displayed in a contingency table

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B

When a researcher uses an ANOVA, you can assume that:

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C

Explain the difference between random selection of participants and random assignment of participants.

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Describe the differences between a two-tailed and one-tailed t-test.

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Chi-squares are limited to testing differences between two levels of any variable.

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A chi-square can indicate if significant differences are found, but can not determine where the significance differences occurred.

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Both t-test and χ² compute a statistic for two groups of scores. Explain how the two statistical tests are different.

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If the test of difference is significant, the research hypothesis is accepted.

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Degrees of freedom:

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Match the following terms and descriptions of statistical tests of differences. Some responses can be used more than once. -Stststical test for determining if differences among categories are statisically significent.

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The t-statistic is found by simply computing the means and standard deviations for both groups.

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Describe the difference between a main effect and an interaction effect. Use examples in your description.

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Match the following terms and descriptions of statistical tests of differences. Some responses can be used more than once. -represented be ?²

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It is possible that the difference the researcher predicts in the hypothesis is not the difference that will exist in the data.

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The t-test is:

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Match the following terms and descriptions of statistical tests of differences. Some responses can be used more than once. -can test for an interaction effect

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Researchers use ANOVA when they are interested in testing for the variance that exists within groupings of the independent variable.

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In interpreting an ANOVA, the main effects are ignored if a significant interaction effect occurs.

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The inference that a significant result for a sample will also hold True for the population is based on the principle of probability.

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