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一、建立完善的知识结构,奠定提高数学能力的基础拥有知识不一定具有能力,但具有某种能力必须具有相应的知识。所以,从逻辑的角度来讲,知识是拥有能力的必要条件。数学基础知识是思考的依据,不熟悉基本概念、公式、定理、法则和性质,培养和发展数学解题能力将是一句空话。学生只有理解和掌握了概念、公式、定理、法则、性质等基础知识以后,才能进行正确的运算、严密的推
First, establish a sound knowledge structure, lay the foundation to improve the ability of mathematics to possess knowledge may not necessarily have the ability, but have some ability must have the appropriate knowledge. Therefore, from a logical perspective, knowledge is a necessary condition for possessing capabilities. The basic knowledge of mathematics is the basis for thinking, not familiar with the basic concepts, formulas, theorems, rules, and properties, and cultivating and developing the ability to solve problems in mathematics will be empty talk. Only when students understand and master the basic knowledge of concepts, formulas, theorems, rules, and properties can they perform correct calculations and strict pushes.