我们知道解一元一次方程的一般步骤是:去分母、去括号、移项、合并同类项、化系数为1,这种按一般步骤的常规解法固然十分重要,但在解有些方程时,若能灵活、巧妙地变通解题步骤,不但可以收到事半功倍的效果,而且对于提高我们运用数学知识的能力和深化数学思想方法至关重要.下面就常见的解一元一次方程的简单技巧举例说明,供同学们学习时参考. We know that the general steps for solving a one-dimensional equation are: to denominator, to brackets, to transfer terms, to merge similar terms, and to have a factor of 1. This kind of general solution to the general steps is of course very important, but when some equations are solved, Flexible and skillful solutions to the problem-solving steps can not only get twice the result with half the effort, but also have a great effect on improving our ability to use mathematical knowledge and deepen our mathematical thinking methods. Here are some common examples of simple techniques for solving one-dimensional equations. Reference for students when learning.