在学习一元一次方程的相关知识时,除了掌握一般的解法外,如能了解一些更巧妙的方法,对提高解题能力无疑是十分有益的.现将常见的一些技巧介绍如下:◆一、整体处理化繁为简例1解方程2x2-3+3-32x+2x=3.分析:把2x-3作为整体,将方程化为2x2-3-2x3-3+(2x-3)=0,合并同类项,得(2x-3)(2 In addition to mastering the general solution, in addition to mastering the general solution, if you can understand some of the more ingenious methods, it is undoubtedly helpful to improve the problem-solving ability. Now some of the common skills are introduced as follows: ◆ I. Overall The treatment process is simplified. Example 1 Solution Equation 2x2-3+3-32x+2x=3. Analysis: Take 2x-3 as a whole and convert the equation to 2x2-3-2x3-3+(2x-3)=0. Merge similar items, get (2x-3) (2