Geometry: An Advanced Course with Solutions and Instructions
19.99 €
In stock
Geometry: An Advanced Course with Solutions and Instructions
19.99 €
The textbook "Geometry. Advanced Course with Solutions and Instructions" is a natural continuation of the "Basic Course" in Geometry by N.D. Zolotareva, N.L. Semendyaeva, and M.V. Fedotov and assumes a good command of the methods and techniques from the "Basic Course."
Each section of the textbook contains:
- theoretical foundations;
- descriptions of problem-solving methods;
- examples of the application of problem-solving methods;
- problems for independent solution.
The problems in the sections are arranged according to the principle "from simple to complex." A similar situation applies to the sequence of sections, so it is recommended to study the sections and problems within them in the suggested order.
A distinctive feature of the textbook is that, along with the traditional components (theoretical section, examples with solutions, problems for independent solution), the authors offer solutions to all proposed problems with ideas and sequential hints that help solve the problem optimally without outside help. This allows students to independently progress through the problem, as if a teacher were standing behind them, guiding their thought process through difficult tasks.
A second feature of this manual is the spiral-like presentation of the material, with each topic repeated several times, each time at a more challenging level than the previous one. This helps students remember the material they've covered and gradually approach complex problems.
This manual is recommended for schoolchildren preparing for the Unified State Exam, applicants preparing for admission to Moscow State University and other universities, mathematics teachers, tutors, leaders of clubs and electives, and preparatory course instructors.
Each section of the textbook contains:
- theoretical foundations;
- descriptions of problem-solving methods;
- examples of the application of problem-solving methods;
- problems for independent solution.
The problems in the sections are arranged according to the principle "from simple to complex." A similar situation applies to the sequence of sections, so it is recommended to study the sections and problems within them in the suggested order.
A distinctive feature of the textbook is that, along with the traditional components (theoretical section, examples with solutions, problems for independent solution), the authors offer solutions to all proposed problems with ideas and sequential hints that help solve the problem optimally without outside help. This allows students to independently progress through the problem, as if a teacher were standing behind them, guiding their thought process through difficult tasks.
A second feature of this manual is the spiral-like presentation of the material, with each topic repeated several times, each time at a more challenging level than the previous one. This helps students remember the material they've covered and gradually approach complex problems.
This manual is recommended for schoolchildren preparing for the Unified State Exam, applicants preparing for admission to Moscow State University and other universities, mathematics teachers, tutors, leaders of clubs and electives, and preparatory course instructors.
See also:
- All books by the publisher
- All books by the author
- All books in the series MSU Computational Mathematics and Cybernetics - School