Math Competition Practice Every Day for 6th Graders

Author: Xu Lihua Wang Jinxiu
Publisher:
Publish Date: 2005-06-01
Features: Mathematics is an important foundational subject. To build a solid foundation in mathematics, it should be emphasized from primary school. The mathematics knowledge in primary school may seem diverse, but from the perspective of quality-oriented education, the focus should be on cultivating students' innovative awareness and practical abilities. In recent years, with the comprehensive implementation of quality-oriented education in primary schools, teachers, students, and parents have increasingly recognized the importance of exposing students who are interested in mathematics and have the aptitude to learn some Olympiad mathematics. This book addresses the issues of many previous Olympiad books, which often contain excessive descriptions and overly difficult problems, leading to low student interest. During the writing process, it specifically incorporates several features:
[In sync with the textbook] Enhance and deepen understanding while mastering the basic knowledge of the curriculum.
[Easy for self-study] Example problems provide detailed solutions and explanations to help students grasp the methods.
[Layered structure] Problems range from easy to difficult, with clear levels and connections to real-life applications.
[Thought-provoking] Inspire thinking, encourage multiple solutions, and provide hints in the answers.
[Open-ended] Some problems have open conditions, solutions, or results, allowing students to fully unleash their imagination and creativity.
[Engaging] Lower-grade problems focus on observation, hands-on drawing and measuring, with an animated style.
To avoid overburdening students, this book arranges three days of self-study and practice for each lesson. On the first day, students study "Topic Analysis" and "Basic Principles" and complete two imitation training problems; on the second day, they solve two consolidation training problems; on the third day, they tackle two expansion and improvement problems. This ensures daily learning and practice.