108 algebra problems : from the AwesomeMath year-round program / Titu Andreescu and Adithya Ganesh.
Material type:
- 9780988562271
- One hundred eight algebra problems : from the AwesomeMath year-round program
- 512.0076 23 An558
Item type | Current library | Call number | Status | Date due | Barcode | Item holds | |
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Books | ISI Library, Kolkata | 512.0076 An558 (Browse shelf(Opens below)) | Available | 137939 |
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512.002851 B918 Computer algebra symbolic and algebraic computation | 512.002855133 Sh555 Symbolic C++ | 512.00285536 H448 Introduction to maple | 512.0076 An558 108 algebra problems : | 512.009 B299 Beginnings and evolution of algebra | 512.009 G779 Episodes in the history of modern algebra (1800-1950) | 512.02 Am513 Introduction to abstract algebra |
1. Preface --
2. Let's factor --
3. Quadratic functions --
4. Systems of equations --
5. Vieta's relations and symmetry --
6. Exponents and logarithms --
7. Irrational expressions --
8. Complex numbers --
9. More inequalities --
10. Sums and products --
11. Polynomials --
12. Trigonometric substitutions and more --
13. Introductory problems --
14. Advanced problems --
15. Solutions to introductory problems --
16. Solutions to advanced problems --
17. Other books from XYZ press.
The book covers many classical topics in elementary algebra, including factoring, quadratic functions, irrational expressions, Vieta's relations, equations and systems of equations, inequalities, sums and products, and polynomials. Expanding upon the previous work in the series, 105 Problems in Algebra from the AwesomeMath Summer Program, this book features additional more advanced topics, including exponents and logarithms, complex numbers, and trigonometry. The special section on trigonometric substitutions and more explores seemingly algebraic problems with natural geometric and trigonometric interpretations. To give the reader practice with the strategies and techniques discussed in each of the chapters, the authors have included 108 diverse problems, of which 54 are introductory and 54 are advanced. Solutions to all of these problems are provided, in which different approaches are compared.
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