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Specifies the operations or procedures used to measure or manipulate a variable |
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is an association between two or more variables. |
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A study in which the different levels of the IV variable are experiaenced by all participants. |
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A experiment in which participants experience one, and only one of the IV's |
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What is an advantagbe of a between-groups design? |
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The different leveles of the IV serve as the distinction between two (or more) groups. |
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The advantage of a within-groups design? |
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Compares the same group before and after they experiance the IV. |
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What is a disadvantage of a between-groups design? |
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Participants only experiance ONE variable. |
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What is a disadvantage of a within-groups design? |
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Cannot determine causation |
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average of a group of scores |
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The middle score of all scores in a sample |
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the most common score of all the scores. |
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How outliers influence the mean. |
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The mean is not representative of any one actual score. |
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How outliers influence the median. |
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Has almost nothing to do with the actual value of the numbers because it's only the middle |
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the average of the sqaured deviations from the mean. |
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typical amount that each score varies, or deviates from the mean. |
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What is variablity important? |
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Helps describ how much spread there is in a distribution. |
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What is meant by "a representative sample?" |
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Participants with characteristics that closely match the characteristics of the whole population
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Why is it important to obtain a representative sample? |
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So that the whole population's view is counted, and not baised on one group. |
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Why is it important to include sampling error in your answer? |
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Because the sample dosen't include the total population. |
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What technique is used to get a representative sample? |
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To compair one thing to another based on how far it is from the mean. |
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when we reject the null hypothesis, but the null is correct. |
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When we fail to reject the null, but the null is false. |
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Describe the central limit theorem. |
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