Problems in Elementary Mathematics – Lidsky, Ovsyannikov, Tuliakov, Shabunin

In this post we will see another problem book in mathematics titled Problems in Elementary Mathematics by V. Lidsky, L. Ovsyannikov, A. Tuliakov and M. Shabunin.

This book is written by a group of Soviet mathematicians under the guidance of Professor Victor Lidsky D.Sc. (Phys. & Maths). It includes advanced problems in elementary mathematics with hints and solutions.

In each section – algebra, geometry and trigonometry – the problems are arranged in the order of increasing difficulty. There are 658 problems in all.

The text can be used in mathematical schools and school mathematical societies.

This book was translated from the Russian by V. Vosolov and was first published by Mir Publishers in 1973.

All credits to the original uploader.

A note on the quality of the book: When the book was picked up from the net, it needed cleaning. We did some cleaning, OCR and bookmarking.

PDF | OCR | Cover | Bookmarked | 25.5 MB (20.5 MB Zipped) | 382 pages | Paginated

Get the book here. (Password, if needed: mirtitles)

For magnet links / torrents go here.

See the FAQs for extraction problems.

Contents

CONTENTS
Algebra
Problems / Solutions
1. Arithmetic and Geometric Progressions (1-23) 7/87
2. Algebraic Equations and Systems of Equations (24-95) 10/95
3. Algebraic Inequalities (96-123) 20/134
4. Logarithmic and Exponential Equations, Identities and Inequalities ( 124-169) 24/142
5. Combinatorial Analysis and Newton’s Binomial Theorem (170-188) 29/157
6. Problems in Forming Equations ( 189-228) 32/162
7. Miscellaneous Problems (229-291) 38/180
Geometry
A. Plane Geometry
1. Computation Problems (292-324) 47/202
2. Construction Problems (325-338) 51/217
3. Proof Problems (339-408) 52/223
4. Loci of Points (409-420) 59/254
5. The Greatest and Least Values (421-430) 61/260
B. Solid Geometry
1. Computation Problems (431-500) 62/256
2. Proof Problems (501-523) 70/209
3. Loci of Points (524-530) 72/322
4. The Greatest and Least Values (531-532) 72/325
Trigonometry

1. Transforming Express ions Containing Trigonometric Functions (533-554) 74/327
2. Trigonometric Equations and Systems of Equations (555-618) 77/333
3. Inverse Trigonometric Functions (619-628) 82/363
4. Trigonometric Inequalities (629-645) 83/366
5. Miscellaneous Problems (646-658) 85/372