Probability Calculate Your Chance: Substantiate Your Decision

Probability Calculate Your Chance: Substantiate Your Decision by Samit Kumar is a comprehensive resource published by CreateSpace Independent Publishing Platform in May 2013. This 412-page book is written in English and is designed to cover a thorough course in probability, catering to students from various fields such as economics, statistics, and the physical sciences. It aims to provide a solid understanding of probability concepts and techniques, making it accessible even to those without a prior background in mathematics or statistics.
Readers will find that the book begins with foundational mathematical tools, including permutation, combination, and set theory, essential for studying probability. Subsequent chapters delve into definitions, theorems, probability distributions, and densities, each structured to facilitate easy revision. The text includes numerous solved exercises and problems at the end of each chapter, allowing students to practice and reinforce their understanding of key concepts. This book serves as a valuable tool for students and educators across disciplines, including physical sciences, engineering, geology, statistics, economics, and sociology.
Official synopsis Publisher
The book has been designed to cover a comprehensive course in probability for the students of economics, statistics and the physical sciences. It presents a thorough treatment of probability ideas and techniques necessary for a firm understanding of the subject and has been designed in such a way that a previous acquaintance with mathematics and statistics is not necessary. For the students of non-mathematical background, all the mathematical tools such as permutation, combination, set theory, factorial, etc. required for the study of probability have been comprehensively discussed in the first chapter of this book. In the second chapter, various definitions of probability have been provided. The third chapter deals with the theorems of probability. Finally, fourth and fifth chapters have been devoted to the discussions of probability distributions and probability densities respectively. Each chapter begins with an introductory statement and important theorems and rules are set out from the text using italic fonts for easy revision by the students. There are a number of solved exercises in the text providing plenty of opportunity for practicing skills and developing a sound understanding of the subject. At the end of each chapter, a large number of problems have been provided to improve the understanding of basic concepts of probability. The book will be useful for students and teachers of various disciplines including physical sciences, engineering, geology, statistics, economics and sociology.
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