Midlands State University Library
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Statistics and probability / created by S.E. Hodge and M.L.Seed

By: Contributor(s): Material type: TextTextPublisher: Blackie and Chambers, 1972Copyright date: ©1972Edition: Second editionDescription: 266 pages. IllustrationsContent type:
  • text
Media type:
  • unmediated
Carrier type:
  • volume
ISBN:
  • 0216904501
  • 0550759980
Subject(s): LOC classification:
  • QA273 HOD
Contents:
Chapter 1 The meaning of probability, 2 - Calculating probabilities, 3 - Conditional probability, 4 - Frequency distributions, modes and means, 5 - Cumulative frequency and the median, 6 - Measures of spread, 7 - Discrete probability distributions, 8 - The binomial and poisson distributions, 9 - Continous variables, 10 - The normal distribution, 11 - Estimating from samples, 12 - Conclusions from sample data I, Conclusions from Sample data II, 14 - Testing goodness of fit and association, 15 - Relationships between two variables, 16 - Fitting straight lines to data.
Summary: This book presents a development of basic probability and statistical theory which is both readable and relevant.
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Holdings
Item type Current library Call number Copy number Status Date due Barcode
Book Book Main Library Open Shelf QA273 HOD (Browse shelf(Opens below)) 41953 Available BK132490
Book Book Main Library Open Shelf QA273 HOD (Browse shelf(Opens below)) 41954 Available BK144196

Includes index

Chapter 1 The meaning of probability, 2 - Calculating probabilities, 3 - Conditional probability, 4 - Frequency distributions, modes and means, 5 - Cumulative frequency and the median, 6 - Measures of spread, 7 - Discrete probability distributions, 8 - The binomial and poisson distributions, 9 - Continous variables, 10 - The normal distribution, 11 - Estimating from samples, 12 - Conclusions from sample data I, Conclusions from Sample data II, 14 - Testing goodness of fit and association, 15 - Relationships between two variables, 16 - Fitting straight lines to data.

This book presents a development of basic probability and statistical theory which is both readable and relevant.

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