Probability Distributions - I Statistics Paper - V

By Dr. B. G. Kore, Dr. P. G. Dixit more
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Product Specifications

Publisher Nirali Prakashan All B.Sc. - Bachelor of Science books by Nirali Prakashan
ISBN 9789351641544
Author: Dr. B. G. Kore, Dr. P. G. Dixit
Number of Pages 221
Edition First Edition
Available
Available in all digital devices
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Probability Distributions - I Statistics Paper - V - Page 1 Probability Distributions - I Statistics Paper - V - Page 2 Probability Distributions - I Statistics Paper - V - Page 3 Probability Distributions - I Statistics Paper - V - Page 4 Probability Distributions - I Statistics Paper - V - Page 5

Probability Distributions - I Statistics Paper - V by Dr. B. G. Kore, Dr. P. G. Dixit
Book Summary:

We feel indeed very happy to present this book of “Probability Distributions-I, Paper-V” for the students of S. Y. B. Sc. The book is written according to the revised syllabus of Shivaji University, Kolhapur with effect from June, 2014.

The main purpose of the book is to provide foundation as well as comprehensive background of ‘Probability Distributions’ to beginners in simple and interesting manner. We have included number of illustrations, remarks, figures, diagrams etc. to elucidate statistical concepts. Ample numbers of theoretical as well as numerical problems are provided in each chapter. At the end of each chapter exercises having various types of questions are given, which covers University question papers up to April, 2014. It also includes hints and answers of various types of questions. The numerical problems will also be useful for the S.Y.B.Sc. students to prepare for practicals. A model question paper is given for students self-assessment.

Audience of the Book :
This book Useful for B.Sc Student.
Table of Contents:

1. Discrete Distributions taking Countably Infinite Values

2. Poisson Distribution

3. Geometric Distribution

4. Negative Binomial Distribution

5. Continuous Univariate Distributions

6. Continuous Bivariate Distributions

7. Transformation of Continuous Random Variables

Appendix

University Question Paper

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