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300 Romanian mathematical challenges

De (autor): Radu Gologan

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300 Romanian mathematical challenges - Radu Gologan

300 Romanian mathematical challenges

De (autor): Radu Gologan

0
(0 review-uri)
The book gathers some of the problems that have been proposed or selected for the Romanian mathematical competitions for the last two decades. The main areas of elementary mathematics are covered and a specific flavor is given by the interest the two authors share in inequalities. Complete solutions are offered, thus making the book extremely useful for high-school students preparing for mathematical competitions.

The webpage gazetamatematica.ro is mainly devoted to our beloved 120 year-old Gazeta Matematica, the main elementary journal for school mathematics in Romania which has been published constantly since 1895, even during the two world wars.

Radu Gologan
Romanian Mathematical Society
Table of Contents

Index of Authors
Chapter 1. Algebra 
Chapter 2. Combinatorics. Complex Numbers 
Chapter 3. Geometry 
Chapter 4. Number Theory. Real Analysis 
Solutions - 1. Algebra 
Solutions - 2. Combinatorics. Complex Numbers 
Solutions - 3. Geometry 
Solutions - 4. Number Theory. Real Analysis 
Bibliography 

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The book gathers some of the problems that have been proposed or selected for the Romanian mathematical competitions for the last two decades. The main areas of elementary mathematics are covered and a specific flavor is given by the interest the two authors share in inequalities. Complete solutions are offered, thus making the book extremely useful for high-school students preparing for mathematical competitions.

The webpage gazetamatematica.ro is mainly devoted to our beloved 120 year-old Gazeta Matematica, the main elementary journal for school mathematics in Romania which has been published constantly since 1895, even during the two world wars.

Radu Gologan
Romanian Mathematical Society
Table of Contents

Index of Authors
Chapter 1. Algebra 
Chapter 2. Combinatorics. Complex Numbers 
Chapter 3. Geometry 
Chapter 4. Number Theory. Real Analysis 
Solutions - 1. Algebra 
Solutions - 2. Combinatorics. Complex Numbers 
Solutions - 3. Geometry 
Solutions - 4. Number Theory. Real Analysis 
Bibliography 

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