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Extraction code: 4ag4 Topic: Analysis of 500 Higher Mathematics Proof Questions
Author: Bing Xu
Douban score: 8.0
Press: Higher Education
Publication year: May 2007
Page count: 505
Content introduction:
Analysis of 500 Cases of Higher Mathematics Proving Problems aims at effectively improving students' efficiency in solving higher mathematics proving problems, cultivating and training mathematical thinking methods and mastering mathematical arithmetic, and guiding students to explore the basic problem-solving ideas of proving problems. How to find an effective way to achieve the purpose of proof? If the known conditions of the topic remain unchanged, but the conclusion of the proof changes, what will happen to the idea of proof? If the known conditions change and the conclusion of proof remains unchanged, what will happen to the idea of proof? Is the idea of proof the same for topics with similar appearance and form? Do different forms of proof have different proof ideas? It is hoped that this kind of training can effectively improve the ability to solve the problem of proof.
Analysis of 500 Cases of Higher Mathematics Proving Questions has a wide range of topics. According to the basic requirements of higher mathematics teaching and referring to the outline of the postgraduate entrance examination, about 500 proof questions are selected from several higher mathematics exercises, postgraduate entrance examination questions and mathematics competition questions for classification and analysis.
Analysis of 500 Cases of Higher Mathematics Proof Questions is suitable for undergraduates majoring in science, engineering and economic management, and also suitable for students preparing for graduate school to choose as reference books for learning proof questions.