Problems In Elementary Mathematics For Home Study | N. Antonov; M. Vygodsky; V. Nikitin; A. Sankin
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Author: N. Antonov; M. Vygodsky; V. Nikitin; A. Sankin
Added by: mirtitles
Added Date: 2018-05-23
Publication Date: 1982
Language: English
Subjects: mir publishers, moscow, soviet, mathematics, problem book, arithmetic, algebra, algebraic transformations, logarithmic and exponential equations, progression, combinatorics, binomial theorem, plane geometry, polyhedrons, solids of revolution, trigonometry, equations, functions
Collections: mir-titles, additional collections
Pages Count: 300
PPI Count: 300
PDF Count: 1
Total Size: 203.48 MB
PDF Size: 12.76 MB
Extensions: epub, pdf, gz, zip, html, torrent
Downloads: 14.13K
Views: 64.13
Total Files: 18
Media Type: texts
Description
In this post, we will see another mathematics problem-solution book titled Problems in Elementary Mathematics for Home Study by N. Antonov, M. Vygodsky, V. Nikitin, A. Sankin.
About the book
A collection of 928 problems in arithmetic, algebra, geometry and trigonometry (with answers) prepared for home study by correspondence students and others studying or brushing supplementary mathematics without a teacher. Problems with similar solutions are grouped together with a detailed example of the solution of the first problem in the group. Will be found a useful resource of questions for revision, tests, and examination papers. Has had 17 large editions in Russian.
The book was translated from the Russian by Leonid Levant and was published by Mir Publishers in 1982.
Contents
Formulas for Reference
PART ONE ARITHMETIC AND ALGEBRA Problems | Answers
Chapter I. Arithmetic Calculations 11 | 89
Chapter II. Algebraic Transformations 14 | 90
Chapter Ill. Algebraic Equations 22 | 112
Chapter IV. Logarithmic and Exponential Equations 29 | 142
Chapter V. Progression 32 | 159
Chapter VI. Combinatorics and Newton's Binomial Theorem 36 | 169
Chapter VII. Algebraic and Arithmetic Problems 39 | 177
PART TWO GEOMETRY AND TRIGONOMETRY Problems | Answers
Chapter VIII. Plane Geometry 55 | 208
Chapter IX. Polyhedrons 62 | 246
Chapter X. Solids of Revolution 76 | 327
Chapter X I. Trigonometric Transformation 81 | 363
Chapter X II. Trigonometric Equations 84 | 372
Chapter X Ill. Inverse Trigonometric Functions 87 | 395
