Download e-book for iPad: A step-by-step approach to using SAS for univariate & by Norm O'Rourke

By Norm O'Rourke

ISBN-10: 0471469440

ISBN-13: 9780471469445

ISBN-10: 1590474171

ISBN-13: 9781590474174

ISBN-10: 1590477774

ISBN-13: 9781590477779

One in a chain of books co-published with SAS, this booklet offers a undemanding advent to either the SAS process and undemanding statistical techniques for researchers and scholars within the Social Sciences. This moment variation, up to date to hide model nine of the SAS software program, courses readers step-by-step throughout the simple ideas of analysis and knowledge research, to information enter, and directly to ANOVA (analysis of variance) and MANOVA (multivariate research of variance).

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Extra info for A step-by-step approach to using SAS for univariate & multivariate statistics

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These levels are also referred to as experimental conditions or treatment conditions and correspond to the different groups to which participants can be assigned. The present example includes two experimental conditions: a difficult-goal condition and an easy-goal condition. With respect to the independent variable, you can speak in terms of the experimental group versus the control group. Generally speaking, the experimental group receives the experimental treatment of interest while the control group is an equivalent group of participants who do not receive this treatment.

One outperforming the 16 A Step-by-Step Approach to Using SAS for Univariate and Multivariate Statistics other). In the preceding experiment, the following nondirectional null hypothesis might be used: H1: In the population, individuals assigned difficult goals differ from individuals assigned easy goals with respect to the amount of insurance sold. This alternative hypothesis can also be expressed with symbols in the following way: H1: M1 ≠ M2 In contrast, a directional or 1-sided alternative hypothesis makes a more specific statement regarding the expected outcome of the analysis.

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A step-by-step approach to using SAS for univariate & multivariate statistics by Norm O'Rourke


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