Exam 14: Pearson Correlation and Regression: Inferential Aspects

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We can test the null hypothesis that ñ = 0 by transforming the sample correlation coefficient into a statistic that has a sampling distribution that closely approximates the _____ distribution with _____ degrees of freedom.

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When is Pearson correlation typically used to analyze the relationship between two variables?

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The Pearson correlation is typically used to analyze the relationship between two variables when:(1)both variables are quantitative in nature and are measured on a level that at least approximates interval characteristics; (2)the two variables have been measured on the same individuals,and (3)the observations on each variable are between-subjects in nature.

In the context of regression,prediction merely refers to the fact that we are making inferences about one variable from a second variable and does not imply that the latter variable causes the former.

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When ñ When ñ    0,the sampling distribution of the correlation coefficient is skewed. 0,the sampling distribution of the correlation coefficient is skewed.

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If the researcher suspects that the strength of the relationship between two variables in the population is .15,as indexed by the correlation coefficient squared,what sample size should he use in a study involving an alpha level of .05,nondirectional test,in order to achieve a power of .99?

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In terms of regression,the criterion variable is ____ while the predictor variable is _____.

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The null hypothesis that ñ = 0 can be tested by converting the sample correlation coefficient to a statistic that has a sampling distribution that closely approximates the

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The slope indicates the number of units Y is predicted to change given a one unit change in X.

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If X helps to predict Y,then the estimated standard error of estimate will be larger than the estimated standard deviation of Y,and the better the predictor X is,the larger the estimated standard error of estimate will be.

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Based on the Applications to the Analysis of Social Problems section of Chapter 14,a smoothing technique

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Another useful index of the strength of the effect of one variable on another is the intercept.

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In the context of regression,the variable being predicted,Y,is formally known as the dependent or _____ variable;the variable from which predictions are made,X,is formally known as the independent or _____ variable.

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The estimated standard error of estimate ( The estimated standard error of estimate (   <sub>XY</sub>)differs from the standard error of estimate (s<sub>XY</sub>)in that XY)differs from the standard error of estimate (sXY)in that

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The Pearson correlation technique may be used to measure _____ relationships when both X and Y are _____ in nature.

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If grade point average (GPA.and number of hours partying per week were related according to the following linear model: GPA = 4.00 - .40(Hours of partying),what GPA would you predict if you partied for 8 hours a week?

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How is the strength of the relationship between two variables evaluated in a correlational analysis?

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The nature of the relationship in a correlation analysis is determined by examining _______.

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The nature of the relationship between two correlated variables is determined by

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The strength of the relationship in a correlational analysis can be calculated with

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Suppose you were interested in conducting a study examining how ratings of similarity between oneself and another person were related to how attracted one is to the other person.You conduct this study by giving participants a description of a person named "Sarah." Participants are asked to read the description and then rate on a scale from 1 to 10 how similar Sarah is to themselves.You also ask each participant to rate on a scale from 1 to 20 how likeable they think Sarah is. X = rating of similarity to oneself Y = rating of likability of the target ("Sarah") 62 people participate in your study,and you obtain the following data: Suppose you were interested in conducting a study examining how ratings of similarity between oneself and another person were related to how attracted one is to the other person.You conduct this study by giving participants a description of a person named Sarah. Participants are asked to read the description and then rate on a scale from 1 to 10 how similar Sarah is to themselves.You also ask each participant to rate on a scale from 1 to 20 how likeable they think Sarah is. X = rating of similarity to oneself Y = rating of likability of the target (Sarah) 62 people participate in your study,and you obtain the following data:    SCP = 66    SS<sub>X</sub> = 40 SS<sub>Y</sub> = 136 Calculate the estimated standard error of the estimate. SCP = 66 Suppose you were interested in conducting a study examining how ratings of similarity between oneself and another person were related to how attracted one is to the other person.You conduct this study by giving participants a description of a person named Sarah. Participants are asked to read the description and then rate on a scale from 1 to 10 how similar Sarah is to themselves.You also ask each participant to rate on a scale from 1 to 20 how likeable they think Sarah is. X = rating of similarity to oneself Y = rating of likability of the target (Sarah) 62 people participate in your study,and you obtain the following data:    SCP = 66    SS<sub>X</sub> = 40 SS<sub>Y</sub> = 136 Calculate the estimated standard error of the estimate. SSX = 40 SSY = 136 Calculate the estimated standard error of the estimate.

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