Basic concepts of probability theory

This book is organized into four parts which are logically and systematically presented. Part one, sets the fundamental aspects of probability theory in which apart from introducing the reader to the basic vocabulary of the subject, it also answers three fundamental questions for learning probabilit...

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Главный автор: Ndunguru Philibert, C.
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Язык:en_US
Опубликовано: Research, Information and Publication Department 2026
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Online-ссылка:https://scholar.mzumbe.ac.tz/handle/123456789/1945
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author Ndunguru Philibert, C.
author_facet Ndunguru Philibert, C.
author_sort Ndunguru Philibert, C.
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description This book is organized into four parts which are logically and systematically presented. Part one, sets the fundamental aspects of probability theory in which apart from introducing the reader to the basic vocabulary of the subject, it also answers three fundamental questions for learning probability theory. These are: What basic outcomes are possible; How many such possibilities exist and what basic outcome is likely to happen, for a given random experiment or phenomenon. The algebra of probability is discussed in part two, while part three focuses on building probability models based on simple statistical random experiments. The last part deals with the application of probability theory in decision making. Moreover there are problems at the end of each chapter which the reader can test the understanding of the material covered. Besides, each chapter begins with a clear statement about the silent features of the issues discussed in it. This is meant to guide the reader to have a sense of direction while reading the chapter.
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spelling ir-:123456789-19452026-06-24T18:52:32Z Basic concepts of probability theory Ndunguru Philibert, C. Counting principles probability rules Probability Gambling Probability distribution Decision making Bayes rule Probability models Random variables This book is organized into four parts which are logically and systematically presented. Part one, sets the fundamental aspects of probability theory in which apart from introducing the reader to the basic vocabulary of the subject, it also answers three fundamental questions for learning probability theory. These are: What basic outcomes are possible; How many such possibilities exist and what basic outcome is likely to happen, for a given random experiment or phenomenon. The algebra of probability is discussed in part two, while part three focuses on building probability models based on simple statistical random experiments. The last part deals with the application of probability theory in decision making. Moreover there are problems at the end of each chapter which the reader can test the understanding of the material covered. Besides, each chapter begins with a clear statement about the silent features of the issues discussed in it. This is meant to guide the reader to have a sense of direction while reading the chapter. Mzumbe University 2026-03-12T05:59:56Z 2001 Book APA 9987617298 https://scholar.mzumbe.ac.tz/handle/123456789/1945 en_US application/pdf Research, Information and Publication Department
spellingShingle Counting principles
probability rules
Probability
Gambling
Probability distribution
Decision making
Bayes rule
Probability models
Random variables
Ndunguru Philibert, C.
Basic concepts of probability theory
title Basic concepts of probability theory
title_full Basic concepts of probability theory
title_fullStr Basic concepts of probability theory
title_full_unstemmed Basic concepts of probability theory
title_short Basic concepts of probability theory
title_sort basic concepts of probability theory
topic Counting principles
probability rules
Probability
Gambling
Probability distribution
Decision making
Bayes rule
Probability models
Random variables
url https://scholar.mzumbe.ac.tz/handle/123456789/1945
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