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培养学生掌握一些经典的数学思想是数学课程教学中一个非常重要的教学目标,这也是对于学生数学能力的一种培养与塑造。想要让学生们了解与掌握一些经典的数学思想,这需要经历一个较长的教学过程,教师要引导学生不断积累,并从平时的数学训练中巩固对于这些数学思想的理解与认知。一、方程思想的培养方程思想是众多的经典数学思想中应用最为广泛的一种,随着学生们学习方程知识的不断增多,他们对于方程思
Training students to master some classical mathematical thinking is a very important teaching goal in mathematics teaching, which is also a kind of training and shaping of students’ mathematical ability. To make students understand and master some classical mathematical ideas requires going through a long teaching process. Teachers should guide students to accumulate and consolidate the understanding and cognition of these mathematical ideas from the usual mathematical training. First, the thought of equation training The idea of the equation is the most widely used classical mathematical thought one of the most widely used, as students learn more and more knowledge of the equation, they think of the equation