Teach Yourself Statistics (gnv64)

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Teach Yourself Statistics
By Richard Goodman
English Universities Press | 1972 | ISBN 0 340 05906 0 | 240 pages | PDF | 10 mb 
http://www.amazon.com/Teach-yourself-statistics-books/dp/B0007JFFVI
scanned to PDF by me

I am sharing one of my old books with you. I have scanned it with OCR, bookmarks & covers.

It is the aim of this book to help those who have to teach themselves some Statistics to an understanding of some of the fundamental ideas and mathematics involved. Once that has been acquired, problems of application are the more readily and successfully tackled. For this reason, and for reasons of space, the concentration has been on fundamentals. But Statistics is a dynamic, developing science. New techniques, new methods of analysis are constantly arising and influencing even the foundations. The standard of mathematics assumed is not high. Occasion-ally the algebra may appear to be a little tedious, but it is not difficult. A set of Exercises concludes each chapter, except the first. A desk calculator is not essential, but if the student can possibly obtain one he should certainly do so.

Following the death of Richard Goodman in 1966 I have been entrusted with the task of preparing the new edition of this excellent little book. Obsolete or obsolescent units have been changed to metric units, some misprints have been corrected and the setting improved in a few places. - C. G. LAMBE

CONTENTS
PREFACE ....
I A FIRST LOOK AROUND II
II FREQUENCIES AND PROBABILITIES . .21
III STATISTICAL MODELS. I: THE BINOMIAL DISTRIBUTION 50
IV STATISTICAL MODELS. II: THE POISSON DISTRIBUTION : STATISTICAL RARITY . . 64
V STATISTICAL MODELS. Ill: THE NORMAL DIS-TRIBUTION 75
VI MORE VARIATES THAN ONE : BIVARIATE DIS-TRIBUTIONS, REGRESSION AND CORRELATION 94
VII SAMPLE AND POPULATION. I: SOME FUNDA-MENTALS OF SAMPLING THEORY . 130
VIII SAMPLE AND POPULATION. II: t, z, AND F . 151
IX ANALYSIS OF VARIANCE 166
X TESTING REGRESSION AND CORRELATION . 189
XI CHI-SQUARE AND ITS USES . .201
APPENDIX : CONTINUOUS BIVARIATE DISTRI-BUTIONS .... ... 228
SOME MATHEMATICAL SYMBOLS . . .238
SUGGESTIONS FOR FURTHER READING. . 239		
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