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Acknowledgments | |
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Using This Student Guide | |
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Introduction | |
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Introduction to the SAS System | |
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Contents of This Student Guide | |
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Conclusion | |
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Terms and Concepts Used in This Guide | |
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Introduction | |
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Research Hypotheses and Statistical Hypotheses | |
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Data, Variables, Values, and Observations | |
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Classifying Variables According to Their Scales of Measurement | |
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Classifying Variables According to the Number of Values They Display | |
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Basic Approaches to Research | |
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Using Type-of-Variable Figures to Represent Dependent and Independent Variables | |
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The Three Types of SAS Files | |
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Conclusion | |
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Tutorial: Writing and Submitting SAS Programs | |
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Introduction | |
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Basics of Using the SAS Windowing Environment | |
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Opening and Editing an Existing SAS Program | |
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Submitting a Program with an Error | |
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Practicing What You Have Learned | |
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Summary of Steps for Frequently Performed Activities | |
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Controlling the Size of the Output Page with the Options Statement | |
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For More Information | |
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Conclusion | |
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Data Input | |
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Introduction | |
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Creating a Simple SAS Data Set | |
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A More Complex Data Set | |
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Using PROC Means and PROC FREQ to Identify Obvious Problems with the Data Set | |
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Using PROC Print to Create a Printout of Raw Data | |
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The Complete SAS Program | |
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Conclusion | |
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Creating Frequency Tables | |
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Introduction | |
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A Political Donation Study | |
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Using PROC FREQ to Create a Frequency Table | |
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Examples of Questions That Can Be Answered by Interpreting a Frequency Table | |
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Conclusion | |
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Creating Graphs | |
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Introduction | |
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Reprise of Example 5.1: the Political Donation Study | |
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Using PROC Chart to Create a Frequency Bar Chart | |
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Using PROC Chart to Plot Means for Subgroups | |
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Conclusion | |
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Measures of Central Tendency and Variability | |
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Introduction | |
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Reprise of Example 5.1: The Political Donation Study | |
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Measures of Central Tendency: The Mode, Median, and Mean | |
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Interpreting a Stem-and-Leaf Plot Created by PROC Univariate | |
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Using PROC Univariate to Determine the Shape of Distributions | |
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Simple Measures of Variability: The Range, the Interquartile Range, and the Semi-Interquartile Range | |
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More Complex Measures of Central Tendency: The Variance and Standard Deviation | |
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Variance and Standard Deviation: Three Formulas | |
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Using PROC Means to Compute the Variance and Standard Deviation | |
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Conclusion | |
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Creating and Modifying Variables and Data Sets | |
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Introduction | |
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An Achievement Motivation Study | |
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Using PROC Print to Create a Printout of Raw Data | |
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Where to Place Data Manipulation and Data Subsetting Statements | |
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Basic Data Manipulation | |
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Recoding a Reversed Item and Creating a New Variable for the Achievement Motivation Study | |
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Using If-Then Control Statements | |
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Data Subsetting | |
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Combining a Large Number of Data Manipulation and Data Subsetting Statements in a Single Program | |
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Conclusion | |
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z Scores | |
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Introduction | |
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Comparing Mid-Term Test Scores for Two Courses | |
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Converting a Single Raw-Score Variable into a z-Score Variable | |
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Converting Two Raw-Score Variables into z-Score Variables | |
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Standardizing Variables with PROC Standard | |
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Conclusion | |
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Bivariate Correlation | |
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Introduction | |
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Situations Appropriate for the Pearson Correlation Coefficient | |
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Interpreting the Sign and Size of a Correlation Coefficient | |
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Interpreting the Statistical Significance of a Correlation Coefficient | |
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Problems with Using Correlations to Investigate Causal Relationships | |
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Correlating Weight Loss with a Variety of Predictor Variables | |
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Using PROC PLOT to Create a Scattergram | |
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Using PROC CORR to Compute the Pearson Correlation between Two Variables | |
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Using PROC CORR to Compute All Possible Correlations for a Group of Variables | |
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Summarizing Results Involving a Nonsignificant Correlation | |
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Using the VAR and WITH Statements to Suppress the Printing of Some Correlations | |
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Computing the Spearman Rank-Order Correlation Coefficient for Ordinal-Level Variables | |
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Some Options Available with PROC CORR | |
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Problems with Seeking Significant Results | |
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Conclusion | |
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Bivariate Regression | |
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Introduction | |
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Choosing between the Terms Predictor Variable, Criterion Variable, Independent Variable, and Dependent Variable | |
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Situations Appropriate for Bivariate Linear Regression | |
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Predicting Weight Loss from a Variety of Predictor Variables | |
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Using PROC REG: Example with a Significant Positive Regression Coefficient | |
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Using PROC REG: Example with a Significant Negative Regression Coefficient | |
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Using PROC REG: Example with a Nonsignificant Regression Coefficient | |
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Conclusion | |
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Single-Sample t Test | |
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Introduction | |
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Situations Appropriate for the Single-Sample t Test | |
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Results Produced in a Single-Sample t Test | |
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Assessing Spatial Recall in a Reading Comprehension Task (Significant Results) | |
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One-Tailed Tests versus Two-Tailed Tests | |
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An Illustration of Nonsignificant Results | |
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Conclusion | |
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Independent-Samples t Test | |
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Introduction | |
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Situations Appropriate for the Independent-Samples t Test | |
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Results Produced in an Independent-Samples t Test | |
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Observed Consequences for Modeled Aggression: Effects on Subsequent Subject Aggression (Significant Differences) | |
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An Illustration of Results Showing Nonsignificant Differences | |
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Conclusion | |
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Paired-Samples t Test | |
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Introduction | |
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Situations Appropriate for the Paired-Samples t Test | |
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Similarities between the Paired-Samples t Test and the Single-Sample t Test | |
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Results Produced in a Paired-Samples t Test | |
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Women's Responses to Emotional versus Sexual Infidelity | |
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An Illustration of Results Showing Nonsignificant Differences | |
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Conclusion | |
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One-Way ANOVA with One Between-Subjects Factor | |
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Introduction | |
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Situations Appropriate for One-Way ANOVA with One Between-Subjects Factor | |
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A Study Investigating Aggression | |
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Treatment Effects, Multiple Comparison Procedures, and a New Index of Effect Size | |
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Some Possible Results from a One-Way ANOVA | |
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One-Way ANOVA Revealing a Significant Treatment Effect | |
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One-Way ANOVA Revealing a Nonsignificant Treatment Effect | |
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Conclusion | |
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Factorial ANOVA with Two Between-Subjects Factors | |
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Introduction | |
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Situations Appropriate for Factorial ANOVA with Two Between-Subjects Factors | |
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Using Factorial Designs in Research | |
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A Different Study Investigating Aggression | |
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Understanding Figures That Illustrate the Results of a Factorial ANOVA | |
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Some Possible Results from a Factorial ANOVA | |
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Example of a Factorial ANOVA Revealing Two Significant Main Effects and a Nonsignificant Interaction | |
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Example of a Factorial ANOVA Revealing Nonsignificant Main Effects and a Nonsignificant Interaction | |
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Example of a Factorial ANOVA Revealing a Significant Interaction | |
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Using the LSMEANS Statement to Analyze Data from Unbalanced Designs | |
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Learning More about Using SAS for Factorial ANOVA | |
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Conclusion | |
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Chi-Square Test of Independence | |
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Introduction | |
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Situations That Are Appropriate for the Chi-Square Test of Independence | |
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Using Two-Way Classification Tables | |
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Results Produced in a Chi-Square Test of Independence | |
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A Study Investigating Computer Preferences | |
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Computing Chi-Square from Raw Data versus Tabular Data | |
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Example of a Chi-Square Test That Reveals a Significant Relationship | |
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Example of a Chi-Square Test That Reveals a Nonsignificant Relationship | |
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Computing Chi-Square from Raw Data | |
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Conclusion | |
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References | |
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Index | |