Economic Mathematics Comprehensive Guidance (Lower Volume)

Author: Qiu Yazheng / He Chuanqi / Yang Wensheng, etc.
Publisher:
Publish Date: 2004-09-01
Features: This book is primarily aimed at undergraduate and junior college students in economics, management, and liberal arts disciplines, as well as candidates preparing for postgraduate entrance exams. Its fundamental purpose is to help students understand the structure of textbooks, overcome learning obstacles, improve learning efficiency, and cultivate qualified talents with teaching expertise and innovative abilities. This book can also serve as a reference for self-study students and teachers in related fields. The book consists of 13 chapters, divided into two parts: Linear Algebra and Probability Theory and Mathematical Statistics. Each chapter includes four sections: "Content Summary," "Typical Examples," "Exercise Selection," and "Postgraduate Entrance Exam Solutions." The book's features are as follows:
1. "Content Summary": Concise, systematic, and highlights key points. Based on the textbook, it incorporates the authors' years of teaching experience. Each chapter includes a clear and simple knowledge map, making it easy for readers to grasp the chapter's knowledge framework and key content at a glance.
2. "Typical Examples": Exemplary and thoroughly explained, summarizing the types and solutions of typical problems in each chapter. It focuses on analysis to enhance problem-solving skills.
3. "Exercise Selection": Provides solutions to most representative and targeted exercises from the textbook. The exercise numbers remain consistent with the original textbook for convenience.
4. "Postgraduate Entrance Exam Solutions": Based on each chapter's content, it selects questions from the "Higher Mathematics III and IV" exams in the past 10 years and provides detailed explanations. The meaning of the text in parentheses after the question number is illustrated as follows: For example, "[1-1] (Postgraduate, 2001-4)" indicates that this is a question from the 2001 postgraduate entrance exam for Higher Mathematics IV. The rest is analogous.