在同一题设条件下 ,得到的结论不是唯一的数学命题 ,称为多解数学命题 ,解答这类命题需要从不同的侧面进行缜密地思考 ,用发类的思想探讨出现不同结论的一切可能性 ,从而使问题解答完整无遗 ,而这恰好是容易被同学们忽视的 ,造成解答以偏概全 ,本文拟从一些实例出发 ,介绍多解 Under the same conditions, the conclusions obtained are not the only mathematical propositions. They are called multi-solve mathematical propositions. Solving such propositions requires careful consideration from different perspectives, and using hair-like thinking to explore all possibilities for different conclusions. In order to completely solve the problem and answer, and this happens to be easily overlooked by the students, causing the solution to partial, this article intends to start from some examples, introduce multiple solutions