Exam 14: Association Between Variables Measured at the Interval-Ratio Level

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If a regression line is parallel to the horizontal axis of the scattergram,the slope (b)will be

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If you wanted to measure the association between the age of people (in years)and the number of arrests for driving while intoxicated,the most appropriate measure of association would be

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Scattergrams do NOT give information about the ____ of a relationship.

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The direction of a relationship between variables can be detected on a scattergram by considering the angle of the regression line.The relationship is

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In a study of the relationship between geographical mobility (number of times a person has changed residences)and number of friends,Pearson's r2 is reported as .40.Which of the following would be a correct interpretation?

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One key assumption of correlation analysis is that the variables have an essentially ____ relationship.

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If a = 5 and b = 10,what would the value of Y be when X = 100?

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If the regression line showing the effect of education on income has a slope of 1000,

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By convention,the independent variable is arrayed along the ____ in a scattergram.

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When referring to interval-ratio variables,a commonly used synonym for association is

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The amount of error in predicting Y that remains after X has been taken into account is

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The coefficient of determination may be interpreted with a logic akin to

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If a line is drawn through the conditional means of Y,the line will

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If the regression line on a scattergram slopes upward from left to right,the relationship is

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If the slope of a regression line is 1.5,then

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A researcher reports a Pearson r of .57 between gender (female = 0,males = 1)and involvement in juvenile delinquency.Which of the following is an appropriate interpretation?

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The slope (b)is an awkward measure of the strength of a relationship because

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In regression analysis,the symbol a stands for

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A researcher asked a sample of dual career families about the percentage of the family budget contributed by the wife's job (Y)and the total number of children (X).Pearson's r for this relationship is -0.34.Which of the following is an appropriate interpretation of these results?

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A researcher wants to measure the strength of the association between income (measured in dollars per year)and education (measured in number of years of formal schooling).Which of the following would be the most appropriate measure of association?

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