Author: Li Zhengyuan
Publisher:
Publish Date: 2004-01-01
Features: Each chapter of this book consists of the following four parts:
1. Content Summary and Key Points Highlighted – The purpose of this section is mainly to enable candidates to identify the key points, difficulties, and frequently tested topics of the chapter, clarify the interrelationships among various knowledge points, and gain a comprehensive understanding and grasp of the chapter content.
2. Explanation of Key Knowledge Points for Assessment – This section comprehensively elaborates on the knowledge points required by the syllabus, analyzes the key points, difficulties, and frequently tested topics of the exam, points out common problems and frequent mistakes made by candidates in applying basic concepts, formulas, theorems, and other knowledge to solve problems, and provides corresponding precautions to deepen candidates' understanding and correct application of key content.
3. Frequently Tested Question Types and Their Solving Methods and Techniques – This section summarizes and classifies common question types in past unified exams, summarizes solving methods for various question types, emphasizes multiple approaches to solving problems, aiming to broaden candidates' problem-solving perspectives, integrate and apply knowledge flexibly, and solve problems comprehensively and flexibly.
4. Question Practice and Reference Answers – This section selects an appropriate number of self-assessment questions and provides reference answers and problem-solving tips. To better consolidate the knowledge learned and improve practical problem-solving skills, the author has specially optimized and designed practical training questions similar to the real exam for the book 《400 Classic Full-Simulation Questions for Postgraduate Entrance Exam Mathematics》, which can be used by candidates.
The 2005 edition of this book is revised based on the 2004 edition, making it more improved, more targeted, and more applicable. This book is an excellent guide and companion for candidates preparing for the postgraduate entrance exam, as well as a highly valuable reference book for students of various institutions to self-study mathematics, improve their mathematical proficiency, and for teachers to provide teaching assistance.
Mathematics Review Book (Science and Engineering) ---- Mathematics I
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