Introduction to probability & statistics / William Mendenhall, Robert J. Beaver and Barbara M. Braver
Material type:
TextPublication details: New York : Duxbury Press, c1999Edition: Tenth EditionDescription: xvii, 766 pages : illustrations ; 24 cmISBN: - 534357784
- QA 276 .M425 1999
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National University - Manila | LRC - Annex General Circulation | General Education | GC QA 276 .M425 1999 (Browse shelf(Opens below)) | c.1 | Available | NULIB000009870 |
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| GC QA 184 .D44 2009 Introduction to linear algebra with applications / | GC QA 188 .L57 2013 Schaum's outline linear algebra : 612 fully solved problems 25 problem-solving videos online / | GC QA 21 .D85 1990 Journey through genius : the great theorems of mathematics / | GC QA 276 .M425 1999 Introduction to probability & statistics / | GC QA 276 .M46 2013 Introduction to probability and statistics / | GC QA 276 .S75 1992 Schaum's outline of theory and problems of statistical : SI units / | GC QA 279 .P85 1993 Optimal design of experiments / |
Includes index.
Chapter1. Describing data with graphs -- Chapter2. Describing data with numerical measures -- Chapter3. Describing bivariate data -- Chapter4. Probability and probability distribution -- Chapter5. Several useful discrete distribution -- Chapter6. The normal probability distribution -- Chapter7. Sampling distributions -- Chapter8. Large-sample estimation -- Chapter9. Large-sample test of hypotheses -- Chapter10. Inference from small samples -- Chapter11. The analysis of variance -- Chapter12. Linear regression and correlation -- Chapter13. Multiple regression analysis -- Chapter14. Analysis of categorical data -- Chapter15. Nonparametric statistics .
With the information revolution of the 1990s came an increase dependency on computers which are now a common tool for college students in all disciplines, In this tenth edition of Introduction to Probability and Statistics, we have used the computational shortcuts that computers provide that gives us more time to emphasize statistical reasoning as well as the understanding and interpretation of statistical results .
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