A) measures the association between X and Y after removing the effects of Z. B) is the average of all gammas computed on partial tables. C) can never be lower in value than the bivariate gamma. D) is computed for each partial table separately. A) measures the association between X and Y after removing the effects of Z. B) is the average of all gammas computed on partial tables. C) can never be lower in value than the bivariate gamma. D) is computed for each partial table separately.

Exam 16: Elaborating Bivariate Tables

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In all partial tables,the conditional distributions of Y are the same for each value of X.In the bivariate table,the conditional distributions of Y were quite different for each value of X.This pattern

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Question 41

The chief psychologist at a state prison has developed a rehabilitation program for inmates convicted of violent crimes against females.All of the prisoners have been rated on the frequency of their attendance at sessions (the program is voluntary)and have completed a battery of tests which measures their level of hostile and aggressive feelings towards females.Are less hostile attitudes associated with frequent attendance at sessions? Does the program work? Hostility Towards Women by Frequency of Attendance FREQUENCY OF ATTENDANCE HOSTILITY Low High Totals Low 60 144 204 High 80 31 111 Totals 140 175 315

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Question 42

According to the analysis reported in the text,the bivariate relationship between TV viewing and social involvement was negative and weak in strength.After controlling for gender,evidence of a(n)____ relationship was found.

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Question 43

In an interactive relationship,the conditional distributions of Y in the partial tables would be and the conditional distributions of Y in the bivariate table would be .

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Question 44

Partial gamma (G_p)

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Question 45

The elaboration technique controls for a third variable by

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Question 46

The technique of elaboration allows us to observe the relationship between the variable and the variable for each value of the variable.

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Question 47

Which of the following describes a direct relationship between independent and dependent variables after controlling for a third variable?

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Question 48

Spurious or intervening relationships among variables are indicated by a pattern of outcomes in which the bivariate relationship is the same across all partial tables and

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Question 49

If we investigate a bivariate relationship by controlling for gender,which of the following would be consistent with an interactive relationship?

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Question 50

Two variables are said to have a direct relationship if,after controlling for a third variable,the bivariate relationship is the same for all partial tables and

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Question 51

One reason to perform multivariate analysis is that this technique provides a way of

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Question 52

Gammas computed on partial tables are both .49 and the bivariate gamma is .52.This pattern of outcomes would be taken as evidence of

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Question 53

Showing 41 - 53 of 53

In all partial tables,the conditional distributions of Y are the same for each value of X.In the bivariate table,the conditional distributions of Y were quite different for each value of X.This pattern

According to the analysis reported in the text,the bivariate relationship between TV viewing and social involvement was negative and weak in strength.After controlling for gender,evidence of a(n)____ relationship was found.

In an interactive relationship,the conditional distributions of Y in the partial tables would be and the conditional distributions of Y in the bivariate table would be .

Partial gamma (G_p)

The elaboration technique controls for a third variable by

The technique of elaboration allows us to observe the relationship between the variable and the variable for each value of the variable.

Which of the following describes a direct relationship between independent and dependent variables after controlling for a third variable?

Spurious or intervening relationships among variables are indicated by a pattern of outcomes in which the bivariate relationship is the same across all partial tables and

If we investigate a bivariate relationship by controlling for gender,which of the following would be consistent with an interactive relationship?

Two variables are said to have a direct relationship if,after controlling for a third variable,the bivariate relationship is the same for all partial tables and

One reason to perform multivariate analysis is that this technique provides a way of

Gammas computed on partial tables are both .49 and the bivariate gamma is .52.This pattern of outcomes would be taken as evidence of

Introduction

Basic Descriptive Statistics: Percentages, Ratios and Rates, Tables, Charts and Graphs

Measures of Central Tendency

Measures of Dispersion

The Normal Curve

Introduction to Inferential Statistics: Sampling and the Sampling Distribution

Estimation Procedures

Hypothesis Testing I: the One-Sample Case

Hypothesis Testing II: the Two-Sample Case

Hypothesis Testing III: the Analysis of Variance

Hypothesis Testing Iv: Chi Square

Bivariate Association: Introduction and Basic Concepts

Association Between Variables Measured at the Nominal Level

Association Between Variables Measured at the Ordinal Level

Association Between Variables Measured at the Interval-Ratio Level

Partial Correlation and Multiple Regression and Correlation

Filters

Exam 16: Elaborating Bivariate Tables

In all partial tables,the conditional distributions of Y are the same for each value of X.In the bivariate table,the conditional distributions of Y were quite different for each value of X.This pattern

According to the analysis reported in the text,the bivariate relationship between TV viewing and social involvement was negative and weak in strength.After controlling for gender,evidence of a(n)____ relationship was found.

In an interactive relationship,the conditional distributions of Y in the partial tables would be ____ and the conditional distributions of Y in the bivariate table would be ____.

Partial gamma (Gp)

The elaboration technique controls for a third variable by

The technique of elaboration allows us to observe the relationship between the ____ variable and the ____ variable for each value of the ____ variable.

Which of the following describes a direct relationship between independent and dependent variables after controlling for a third variable?

Spurious or intervening relationships among variables are indicated by a pattern of outcomes in which the bivariate relationship is the same across all partial tables and

If we investigate a bivariate relationship by controlling for gender,which of the following would be consistent with an interactive relationship?

Two variables are said to have a direct relationship if,after controlling for a third variable,the bivariate relationship is the same for all partial tables and

One reason to perform multivariate analysis is that this technique provides a way of

Gammas computed on partial tables are both .49 and the bivariate gamma is .52.This pattern of outcomes would be taken as evidence of

Introduction

Basic Descriptive Statistics: Percentages, Ratios and Rates, Tables, Charts and Graphs

Measures of Central Tendency

Measures of Dispersion

The Normal Curve

Introduction to Inferential Statistics: Sampling and the Sampling Distribution

Estimation Procedures

Hypothesis Testing I: the One-Sample Case

Hypothesis Testing II: the Two-Sample Case

Hypothesis Testing III: the Analysis of Variance

Hypothesis Testing Iv: Chi Square

Bivariate Association: Introduction and Basic Concepts

Association Between Variables Measured at the Nominal Level

Association Between Variables Measured at the Ordinal Level

Association Between Variables Measured at the Interval-Ratio Level

Partial Correlation and Multiple Regression and Correlation

Filters

In an interactive relationship,the conditional distributions of Y in the partial tables would be and the conditional distributions of Y in the bivariate table would be .

Partial gamma (G_p)

The technique of elaboration allows us to observe the relationship between the variable and the variable for each value of the variable.