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数学题不计其数,但是蕴含在问题中的数学思想方法却是永恒不变的.它们是数学的精髓,是解决问题的有效手段,也是考试制胜的法宝.近几年的高考一次又一次向我们证明了数学思想方法在高中数学中的重要性,本文重点谈谈方程思想在高考数学解题中的价值,希望对同仁、同学起到抛砖引玉的作用.所谓方程思想,是从问题的数量关系入手,运用数学语言将问题中的条件转化为数学模型——方程(或方程组),然后
Mathematical problems countless, but the mathematical thinking methods contained in the problem is eternal. They are the essence of mathematics, is an effective solution to the problem, but also the magic weapon for the test. In recent years, college entrance examination again and again to We prove the importance of mathematical thinking in high school mathematics.This article focuses on the value of the ideological thinking in college entrance examination math problems, hoping to play a valuable role for colleagues and students.And the so-called equation thinking, is the number of problems from the relationship To start, the use of mathematical language to the conditions of the problem into a mathematical model - equation (or system of equations), and then